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var searchIndex = {};
searchIndex["byteorder"] = {"doc":"This crate provides convenience methods for encoding and decoding numbers in either big-endian or little-endian order.","items":[[4,"BigEndian","byteorder","Defines big-endian serialization.",null,null],[4,"LittleEndian","","Defines little-endian serialization.",null,null],[6,"BE","","A type alias for `BigEndian`.",null,null],[6,"LE","","A type alias for `LittleEndian`.",null,null],[6,"NetworkEndian","","Defines network byte order serialization.",null,null],[6,"NativeEndian","","Defines system native-endian serialization.",null,null],[8,"ReadBytesExt","","Extends `Read` with methods for reading numbers. 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searchIndex["crypto"] = {"doc":"","items":[[0,"aead","crypto","",null,null],[8,"AeadEncryptor","crypto::aead","",null,null],[10,"encrypt","","",0,null],[8,"AeadDecryptor","","",null,null],[10,"decrypt","","",1,null],[0,"aes","crypto","",null,null],[4,"KeySize","crypto::aes","AES key size",null,null],[13,"KeySize128","","",2,null],[13,"KeySize192","","",2,null],[13,"KeySize256","","",2,null],[5,"ecb_encryptor","","Get the best implementation of an EcbEncryptor",null,null],[5,"ecb_decryptor","","Get the best implementation of an EcbDecryptor",null,null],[5,"cbc_encryptor","","Get the best implementation of a CbcEncryptor",null,null],[5,"cbc_decryptor","","Get the best implementation of a CbcDecryptor",null,null],[5,"ctr","","Get the best implementation of a Ctr",null,null],[11,"clone","","",2,{"inputs":[{"name":"self"}],"output":{"name":"keysize"}}],[0,"aes_gcm","crypto","",null,null],[3,"AesGcm","crypto::aes_gcm","",null,null],[11,"new","","",3,null],[11,"encrypt","","",3,null],[11,"decrypt","","",3,null],[0,"aessafe","crypto","The `aessafe` module implements the AES algorithm completely in software without using any table lookups or other timing dependant mechanisms. 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This method may be called multiple times.",46,null],[10,"reset","","Reset the digest. This method must be called after result() and before supplying more data.",46,{"inputs":[{"name":"self"}],"output":null}],[10,"output_bits","","Get the output size in bits.",46,{"inputs":[{"name":"self"}],"output":{"name":"usize"}}],[11,"output_bytes","","Get the output size in bytes.",46,{"inputs":[{"name":"self"}],"output":{"name":"usize"}}],[10,"block_size","","Get the block size in bytes.",46,{"inputs":[{"name":"self"}],"output":{"name":"usize"}}],[11,"input_str","","Convenience function that feeds a string into a digest.",46,{"inputs":[{"name":"self"},{"name":"str"}],"output":null}],[11,"result_str","","Convenience function that retrieves the result of a digest as a String in hexadecimal format.",46,{"inputs":[{"name":"self"}],"output":{"name":"string"}}],[0,"ed25519","crypto","",null,null],[5,"keypair","crypto::ed25519","",null,null],[5,"signature","","",null,null],[5,"verify","","",null,null],[5,"exchange","","",null,null],[0,"fortuna","crypto","An implementation of the Fortuna CSPRNG",null,null],[3,"Fortuna","crypto::fortuna","The `Fortuna` CSPRNG (PC 9.5)",null,null],[17,"MIN_POOL_SIZE","","Length in bytes that the first pool must be before a \"catastrophic reseed\" is allowed to happen. (A direct reseed through the `SeedableRng` API is not affected by this limit.)",null,null],[11,"new_unseeded","","Creates a new unseeded `Fortuna` (PC 9.5.4)",47,{"inputs":[],"output":{"name":"fortuna"}}],[11,"add_random_event","","Adds a random event `e` from source `s` to entropy pool `i` (PC 9.5.6)",47,null],[11,"fill_bytes","","Generate a bunch of random data into `dest` (PC 9.5.5)",47,null],[11,"next_u32","","",47,{"inputs":[{"name":"self"}],"output":{"name":"u32"}}],[11,"from_seed","","",47,null],[11,"reseed","","",47,null],[0,"ghash","crypto","",null,null],[3,"Ghash","crypto::ghash","A structure representing the state of a GHASH computation",null,null],[3,"GhashWithC","","A structure representing the state of a GHASH computation, after input for C was provided",null,null],[11,"clone","","",48,{"inputs":[{"name":"self"}],"output":{"name":"ghash"}}],[11,"clone","","",49,{"inputs":[{"name":"self"}],"output":{"name":"ghashwithc"}}],[11,"new","","Creates a new GHASH state, with `h` as the key",48,null],[11,"input_a","","Feeds data for GHASH's A input",48,null],[11,"input_c","","Feeds data for GHASH's C input",48,null],[11,"result","","Retrieve the digest result",48,null],[11,"input_c","","Feeds data for GHASH's C input",49,null],[11,"result","","Retrieve the digest result",49,null],[11,"input","","",48,null],[11,"reset","","",48,{"inputs":[{"name":"self"}],"output":null}],[11,"result","","",48,{"inputs":[{"name":"self"}],"output":{"name":"macresult"}}],[11,"raw_result","","",48,null],[11,"output_bytes","","",48,{"inputs":[{"name":"self"}],"output":{"name":"usize"}}],[0,"hc128","crypto","",null,null],[3,"Hc128","crypto::hc128","",null,null],[11,"clone","","",50,{"inputs":[{"name":"self"}],"output":{"name":"hc128"}}],[11,"new","","",50,null],[11,"process","","",50,null],[11,"encrypt","","",50,{"inputs":[{"name":"self"},{"name":"refreadbuffer"},{"name":"refwritebuffer"},{"name":"bool"}],"output":{"name":"result"}}],[11,"decrypt","","",50,{"inputs":[{"name":"self"},{"name":"refreadbuffer"},{"name":"refwritebuffer"},{"name":"bool"}],"output":{"name":"result"}}],[0,"hmac","crypto","This module implements the Hmac function - a Message Authentication Code using a Digest.",null,null],[3,"Hmac","crypto::hmac","The Hmac struct represents an Hmac function - a Message Authentication Code using a Digest.",null,null],[11,"new","","Create a new Hmac instance.",51,null],[11,"input","","",51,null],[11,"reset","","",51,{"inputs":[{"name":"self"}],"output":null}],[11,"result","","",51,{"inputs":[{"name":"self"}],"output":{"name":"macresult"}}],[11,"raw_result","","",51,null],[11,"output_bytes","","",51,{"inputs":[{"name":"self"}],"output":{"name":"usize"}}],[0,"hkdf","crypto","This module implements the HMAC-based Extract-and-Expand Key Derivation Function as specified by https://tools.ietf.org/html/rfc5869.",null,null],[5,"hkdf_extract","crypto::hkdf","Execute the HKDF-Extract function. Applications MUST NOT use this for password hashing.",null,null],[5,"hkdf_expand","","Execute the HKDF-Expand function. Applications MUST NOT use this for password hashing.",null,null],[0,"mac","crypto","The mac module defines the Message Authentication Code (Mac) trait.",null,null],[3,"MacResult","crypto::mac","A MacResult wraps a Mac code and provides a safe Eq implementation that runs in fixed time.",null,null],[8,"Mac","","The Mac trait defines methods for a Message Authentication function.",null,null],[10,"input","","Process input data.",52,null],[10,"reset","","Reset the Mac state to begin processing another input stream.",52,{"inputs":[{"name":"self"}],"output":null}],[10,"result","","Obtain the result of a Mac computation as a MacResult.",52,{"inputs":[{"name":"self"}],"output":{"name":"macresult"}}],[10,"raw_result","","Obtain the result of a Mac computation as [u8]. This method should be used very carefully since incorrect use of the Mac code could result in permitting a timing attack which defeats the security provided by a Mac function.",52,null],[10,"output_bytes","","Get the size of the Mac code, in bytes.",52,{"inputs":[{"name":"self"}],"output":{"name":"usize"}}],[11,"new","","Create a new MacResult.",53,null],[11,"new_from_owned","","Create a new MacResult taking ownership of the specified code value.",53,{"inputs":[{"name":"vec"}],"output":{"name":"macresult"}}],[11,"code","","Get the code value. Be very careful using this method, since incorrect use of the code value may permit timing attacks which defeat the security provided by the Mac function.",53,null],[11,"eq","","",53,{"inputs":[{"name":"self"},{"name":"macresult"}],"output":{"name":"bool"}}],[0,"md5","crypto","",null,null],[3,"Md5","crypto::md5","The MD5 Digest algorithm",null,null],[11,"clone","","",54,{"inputs":[{"name":"self"}],"output":{"name":"md5"}}],[11,"new","","Construct a new instance of the MD5 Digest.",54,{"inputs":[],"output":{"name":"md5"}}],[11,"input","","",54,null],[11,"reset","","",54,{"inputs":[{"name":"self"}],"output":null}],[11,"result","","",54,null],[11,"output_bits","","",54,{"inputs":[{"name":"self"}],"output":{"name":"usize"}}],[11,"block_size","","",54,{"inputs":[{"name":"self"}],"output":{"name":"usize"}}],[0,"pbkdf2","crypto","This module implements the PBKDF2 Key Derivation Function as specified by http://tools.ietf.org/html/rfc2898.",null,null],[5,"pbkdf2","crypto::pbkdf2","Execute the PBKDF2 Key Derivation Function. The Scrypt Key Derivation Function generally provides better security, so, applications that do not have a requirement to use PBKDF2 specifically should consider using that function instead.",null,null],[5,"pbkdf2_simple","","pbkdf2_simple is a helper function that should be sufficient for the majority of cases where an application needs to use PBKDF2 to hash a password for storage. The result is a String that contains the parameters used as part of its encoding. The pbkdf2_check function may be used on a password to check if it is equal to a hashed value.",null,{"inputs":[{"name":"str"},{"name":"u32"}],"output":{"name":"result"}}],[5,"pbkdf2_check","","pbkdf2_check compares a password against the result of a previous call to pbkdf2_simple and returns true if the passed in password hashes to the same value.",null,{"inputs":[{"name":"str"},{"name":"str"}],"output":{"name":"result"}}],[0,"poly1305","crypto","",null,null],[3,"Poly1305","crypto::poly1305","",null,null],[11,"clone","","",55,{"inputs":[{"name":"self"}],"output":{"name":"poly1305"}}],[11,"new","","",55,null],[11,"input","","",55,null],[11,"reset","","",55,{"inputs":[{"name":"self"}],"output":null}],[11,"result","","",55,{"inputs":[{"name":"self"}],"output":{"name":"macresult"}}],[11,"raw_result","","",55,null],[11,"output_bytes","","",55,{"inputs":[{"name":"self"}],"output":{"name":"usize"}}],[0,"rc4","crypto","An implementation of the RC4 (also sometimes called ARC4) stream cipher. THIS IMPLEMENTATION IS NOT A FIXED TIME IMPLEMENTATION.",null,null],[3,"Rc4","crypto::rc4","",null,null],[11,"clone","","",56,{"inputs":[{"name":"self"}],"output":{"name":"rc4"}}],[11,"new","","",56,null],[11,"process","","",56,null],[11,"encrypt","","",56,{"inputs":[{"name":"self"},{"name":"refreadbuffer"},{"name":"refwritebuffer"},{"name":"bool"}],"output":{"name":"result"}}],[11,"decrypt","","",56,{"inputs":[{"name":"self"},{"name":"refreadbuffer"},{"name":"refwritebuffer"},{"name":"bool"}],"output":{"name":"result"}}],[0,"ripemd160","crypto","An implementation of the RIPEMD-160 cryptographic hash.",null,null],[3,"Ripemd160","crypto::ripemd160","Structure representing the state of a Ripemd160 computation",null,null],[11,"clone","","",57,{"inputs":[{"name":"self"}],"output":{"name":"ripemd160"}}],[11,"new","","",57,{"inputs":[],"output":{"name":"ripemd160"}}],[11,"reset","","Resets the hash to its original state also clearing the buffer. To be used in between hashing separate messages to avoid having to recreate and allocate the whole structure.",57,{"inputs":[{"name":"self"}],"output":null}],[11,"input","","Adds the input `msg` to the hash. This method can be called repeatedly for use with streaming messages.",57,null],[11,"result","","Returns the resulting digest of the entire message. Note: `out` must be at least 20 bytes (160 bits)",57,null],[11,"output_bits","","Returns the size of the digest in bits",57,{"inputs":[{"name":"self"}],"output":{"name":"usize"}}],[11,"block_size","","Returns the block size the hash operates on in bytes",57,{"inputs":[{"name":"self"}],"output":{"name":"usize"}}],[0,"salsa20","crypto","",null,null],[3,"Salsa20","crypto::salsa20","",null,null],[5,"hsalsa20","","",null,null],[11,"clone","","",58,{"inputs":[{"name":"self"}],"output":{"name":"salsa20"}}],[11,"new","","",58,null],[11,"new_xsalsa20","","",58,null],[11,"process","","",58,null],[11,"encrypt","","",58,{"inputs":[{"name":"self"},{"name":"refreadbuffer"},{"name":"refwritebuffer"},{"name":"bool"}],"output":{"name":"result"}}],[11,"decrypt","","",58,{"inputs":[{"name":"self"},{"name":"refreadbuffer"},{"name":"refwritebuffer"},{"name":"bool"}],"output":{"name":"result"}}],[0,"scrypt","crypto","This module implements the Scrypt key derivation function as specified in [1].",null,null],[3,"ScryptParams","crypto::scrypt","The Scrypt parameter values.",null,null],[5,"scrypt","","The scrypt key derivation function.",null,null],[5,"scrypt_simple","","scrypt_simple is a helper function that should be sufficient for the majority of cases where an application needs to use Scrypt to hash a password for storage. The result is a String that contains the parameters used as part of its encoding. The scrypt_check function may be used on a password to check if it is equal to a hashed value.",null,{"inputs":[{"name":"str"},{"name":"scryptparams"}],"output":{"name":"result"}}],[5,"scrypt_check","","scrypt_check compares a password against the result of a previous call to scrypt_simple and returns true if the passed in password hashes to the same value.",null,{"inputs":[{"name":"str"},{"name":"str"}],"output":{"name":"result"}}],[11,"clone","","",59,{"inputs":[{"name":"self"}],"output":{"name":"scryptparams"}}],[11,"new","","Create a new instance of ScryptParams.",59,{"inputs":[{"name":"u8"},{"name":"u32"},{"name":"u32"}],"output":{"name":"scryptparams"}}],[0,"sha1","crypto","An implementation of the SHA-1 cryptographic hash algorithm.",null,null],[3,"Sha1","crypto::sha1","Structure representing the state of a Sha1 computation",null,null],[5,"sha1_first","","Not an intrinsic, but gets the first element of a vector.",null,{"inputs":[{"name":"u32x4"}],"output":{"name":"u32"}}],[5,"sha1_first_add","","Not an intrinsic, but adds a word to the first element of a vector.",null,{"inputs":[{"name":"u32"},{"name":"u32x4"}],"output":{"name":"u32x4"}}],[5,"sha1_schedule_x4","","Performs 4 rounds of the message schedule update.",null,{"inputs":[{"name":"u32x4"},{"name":"u32x4"},{"name":"u32x4"},{"name":"u32x4"}],"output":{"name":"u32x4"}}],[5,"sha1_first_half","","Emulates `llvm.x86.sha1nexte` intrinsic.",null,{"inputs":[{"name":"u32x4"},{"name":"u32x4"}],"output":{"name":"u32x4"}}],[5,"sha1_digest_round_x4","","Emulates `llvm.x86.sha1rnds4` intrinsic. Performs 4 rounds of the message block digest.",null,{"inputs":[{"name":"u32x4"},{"name":"u32x4"},{"name":"i8"}],"output":{"name":"u32x4"}}],[5,"sha1_digest_block_u32","","Process a block with the SHA-1 algorithm.",null,null],[5,"sha1_digest_block","","Process a block with the SHA-1 algorithm. (See more...)",null,null],[11,"clone","","",60,{"inputs":[{"name":"self"}],"output":{"name":"sha1"}}],[11,"new","","Construct a `sha` object",60,{"inputs":[],"output":{"name":"sha1"}}],[11,"reset","","",60,{"inputs":[{"name":"self"}],"output":null}],[11,"input","","",60,null],[11,"result","","",60,null],[11,"output_bits","","",60,{"inputs":[{"name":"self"}],"output":{"name":"usize"}}],[11,"block_size","","",60,{"inputs":[{"name":"self"}],"output":{"name":"usize"}}],[0,"sha2","crypto","An implementation of the SHA-2 cryptographic hash algorithms.",null,null],[3,"Sha512","crypto::sha2","The SHA-512 hash algorithm with the SHA-512 initial hash value.",null,null],[3,"Sha384","","The SHA-512 hash algorithm with the SHA-384 initial hash value. The result is truncated to 384 bits.",null,null],[3,"Sha512Trunc256","","The SHA-512 hash algorithm with the SHA-512/256 initial hash value. The result is truncated to 256 bits.",null,null],[3,"Sha512Trunc224","","The SHA-512 hash algorithm with the SHA-512/224 initial hash value. The result is truncated to 224 bits.",null,null],[3,"Sha256","","The SHA-256 hash algorithm with the SHA-256 initial hash value.",null,null],[3,"Sha224","","The SHA-256 hash algorithm with the SHA-224 initial hash value. The result is truncated to 224 bits.",null,null],[5,"sha256_schedule_x4","","Performs 4 rounds of the SHA-256 message schedule update.",null,{"inputs":[{"name":"u32x4"},{"name":"u32x4"},{"name":"u32x4"},{"name":"u32x4"}],"output":{"name":"u32x4"}}],[5,"sha256_digest_round_x2","","Emulates `llvm.x86.sha256rnds2` intrinsic.",null,{"inputs":[{"name":"u32x4"},{"name":"u32x4"},{"name":"u32x4"}],"output":{"name":"u32x4"}}],[5,"sha256_digest_block_u32","","Process a block with the SHA-256 algorithm.",null,null],[5,"sha256_digest_block","","Process a block with the SHA-256 algorithm. (See more...)",null,null],[5,"sha512_schedule_x2","","Performs 2 rounds of the SHA-512 message schedule update.",null,{"inputs":[{"name":"u64x2"},{"name":"u64x2"},{"name":"u64x2"},{"name":"u64x2"}],"output":{"name":"u64x2"}}],[5,"sha512_digest_round","","Performs one round of the SHA-512 message block digest.",null,{"inputs":[{"name":"u64x2"},{"name":"u64x2"},{"name":"u64x2"},{"name":"u64x2"},{"name":"u64"}],"output":{"name":"u64x2"}}],[5,"sha512_digest_block_u64","","Process a block with the SHA-512 algorithm.",null,null],[5,"sha512_digest_block","","Process a block with the SHA-512 algorithm. (See more...)",null,null],[17,"K64","","Constants necessary for SHA-512 family of digests.",null,null],[17,"K64X2","","Constants necessary for SHA-512 family of digests.",null,null],[17,"K32","","Constants necessary for SHA-256 family of digests.",null,null],[17,"K32X4","","Constants necessary for SHA-256 family of digests.",null,null],[11,"clone","","",61,{"inputs":[{"name":"self"}],"output":{"name":"sha512"}}],[11,"new","","Construct an new instance of a SHA-512 digest.",61,{"inputs":[],"output":{"name":"sha512"}}],[11,"input","","",61,null],[11,"result","","",61,null],[11,"reset","","",61,{"inputs":[{"name":"self"}],"output":null}],[11,"output_bits","","",61,{"inputs":[{"name":"self"}],"output":{"name":"usize"}}],[11,"block_size","","",61,{"inputs":[{"name":"self"}],"output":{"name":"usize"}}],[11,"clone","","",62,{"inputs":[{"name":"self"}],"output":{"name":"sha384"}}],[11,"new","","Construct an new instance of a SHA-384 digest.",62,{"inputs":[],"output":{"name":"sha384"}}],[11,"input","","",62,null],[11,"result","","",62,null],[11,"reset","","",62,{"inputs":[{"name":"self"}],"output":null}],[11,"output_bits","","",62,{"inputs":[{"name":"self"}],"output":{"name":"usize"}}],[11,"block_size","","",62,{"inputs":[{"name":"self"}],"output":{"name":"usize"}}],[11,"clone","","",63,{"inputs":[{"name":"self"}],"output":{"name":"sha512trunc256"}}],[11,"new","","Construct an new instance of a SHA-512/256 digest.",63,{"inputs":[],"output":{"name":"sha512trunc256"}}],[11,"input","","",63,null],[11,"result","","",63,null],[11,"reset","","",63,{"inputs":[{"name":"self"}],"output":null}],[11,"output_bits","","",63,{"inputs":[{"name":"self"}],"output":{"name":"usize"}}],[11,"block_size","","",63,{"inputs":[{"name":"self"}],"output":{"name":"usize"}}],[11,"clone","","",64,{"inputs":[{"name":"self"}],"output":{"name":"sha512trunc224"}}],[11,"new","","Construct an new instance of a SHA-512/224 digest.",64,{"inputs":[],"output":{"name":"sha512trunc224"}}],[11,"input","","",64,null],[11,"result","","",64,null],[11,"reset","","",64,{"inputs":[{"name":"self"}],"output":null}],[11,"output_bits","","",64,{"inputs":[{"name":"self"}],"output":{"name":"usize"}}],[11,"block_size","","",64,{"inputs":[{"name":"self"}],"output":{"name":"usize"}}],[11,"clone","","",65,{"inputs":[{"name":"self"}],"output":{"name":"sha256"}}],[11,"new","","Construct an new instance of a SHA-256 digest.",65,{"inputs":[],"output":{"name":"sha256"}}],[11,"input","","",65,null],[11,"result","","",65,null],[11,"reset","","",65,{"inputs":[{"name":"self"}],"output":null}],[11,"output_bits","","",65,{"inputs":[{"name":"self"}],"output":{"name":"usize"}}],[11,"block_size","","",65,{"inputs":[{"name":"self"}],"output":{"name":"usize"}}],[11,"clone","","",66,{"inputs":[{"name":"self"}],"output":{"name":"sha224"}}],[11,"new","","Construct an new instance of a SHA-224 digest.",66,{"inputs":[],"output":{"name":"sha224"}}],[11,"input","","",66,null],[11,"result","","",66,null],[11,"reset","","",66,{"inputs":[{"name":"self"}],"output":null}],[11,"output_bits","","",66,{"inputs":[{"name":"self"}],"output":{"name":"usize"}}],[11,"block_size","","",66,{"inputs":[{"name":"self"}],"output":{"name":"usize"}}],[0,"sha3","crypto","An implementation of the SHA-3 cryptographic hash algorithms.",null,null],[3,"Sha3","crypto::sha3","",null,null],[4,"Sha3Mode","","SHA-3 Modes.",null,null],[13,"Sha3_224","","",67,null],[13,"Sha3_256","","",67,null],[13,"Sha3_384","","",67,null],[13,"Sha3_512","","",67,null],[13,"Shake128","","",67,null],[13,"Shake256","","",67,null],[13,"Keccak224","","",67,null],[13,"Keccak256","","",67,null],[13,"Keccak384","","",67,null],[13,"Keccak512","","",67,null],[11,"fmt","","",67,{"inputs":[{"name":"self"},{"name":"formatter"}],"output":{"name":"result"}}],[11,"clone","","",67,{"inputs":[{"name":"self"}],"output":{"name":"sha3mode"}}],[11,"digest_length","","Return the expected hash size in bytes specified for `mode`, or 0 for modes with variable output as for shake functions.",67,{"inputs":[{"name":"self"}],"output":{"name":"usize"}}],[11,"is_shake","","Return `true` if `mode` is a SHAKE mode.",67,{"inputs":[{"name":"self"}],"output":{"name":"bool"}}],[11,"is_keccak","","Return `true` if `mode` is a Keccak mode.",67,{"inputs":[{"name":"self"}],"output":{"name":"bool"}}],[11,"new","","New SHA-3 instanciated from specified SHA-3 `mode`.",68,{"inputs":[{"name":"sha3mode"}],"output":{"name":"sha3"}}],[11,"sha3_224","","New SHA3-224 instance.",68,{"inputs":[],"output":{"name":"sha3"}}],[11,"sha3_256","","New SHA3-256 instance.",68,{"inputs":[],"output":{"name":"sha3"}}],[11,"sha3_384","","New SHA3-384 instance.",68,{"inputs":[],"output":{"name":"sha3"}}],[11,"sha3_512","","New SHA3-512 instance.",68,{"inputs":[],"output":{"name":"sha3"}}],[11,"shake_128","","New SHAKE-128 instance.",68,{"inputs":[],"output":{"name":"sha3"}}],[11,"shake_256","","New SHAKE-256 instance.",68,{"inputs":[],"output":{"name":"sha3"}}],[11,"keccak224","","New Keccak224 instance.",68,{"inputs":[],"output":{"name":"sha3"}}],[11,"keccak256","","New Keccak256 instance.",68,{"inputs":[],"output":{"name":"sha3"}}],[11,"keccak384","","New Keccak384 instance.",68,{"inputs":[],"output":{"name":"sha3"}}],[11,"keccak512","","New Keccak512 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searchIndex["num_integer"] = {"doc":"Integer trait and functions.","items":[[3,"IterBinomial","num_integer","An iterator over binomial coefficients.",null,null],[5,"div_rem","","Simultaneous integer division and modulus",null,null],[5,"div_floor","","Floored integer division",null,{"inputs":[{"name":"t"},{"name":"t"}],"output":{"name":"t"}}],[5,"mod_floor","","Floored integer modulus",null,{"inputs":[{"name":"t"},{"name":"t"}],"output":{"name":"t"}}],[5,"div_mod_floor","","Simultaneous floored integer division and modulus",null,null],[5,"gcd","","Calculates the Greatest Common Divisor (GCD) of the number and `other`. The result is always positive.",null,{"inputs":[{"name":"t"},{"name":"t"}],"output":{"name":"t"}}],[5,"lcm","","Calculates the Lowest Common Multiple (LCM) of the number and `other`.",null,{"inputs":[{"name":"t"},{"name":"t"}],"output":{"name":"t"}}],[5,"binomial","","Calculate the binomial coefficient.",null,{"inputs":[{"name":"t"},{"name":"t"}],"output":{"name":"t"}}],[5,"multinomial","","Calculate the multinomial coefficient.",null,null],[8,"Integer","","",null,null],[10,"div_floor","","Floored integer division.",0,{"inputs":[{"name":"self"},{"name":"self"}],"output":{"name":"self"}}],[10,"mod_floor","","Floored integer modulo, satisfying:",0,{"inputs":[{"name":"self"},{"name":"self"}],"output":{"name":"self"}}],[10,"gcd","","Greatest Common Divisor (GCD).",0,{"inputs":[{"name":"self"},{"name":"self"}],"output":{"name":"self"}}],[10,"lcm","","Lowest Common Multiple (LCM).",0,{"inputs":[{"name":"self"},{"name":"self"}],"output":{"name":"self"}}],[10,"divides","","Deprecated, use `is_multiple_of` instead.",0,{"inputs":[{"name":"self"},{"name":"self"}],"output":{"name":"bool"}}],[10,"is_multiple_of","","Returns `true` if `other` is a multiple of `self`.",0,{"inputs":[{"name":"self"},{"name":"self"}],"output":{"name":"bool"}}],[10,"is_even","","Returns `true` if the number is even.",0,{"inputs":[{"name":"self"}],"output":{"name":"bool"}}],[10,"is_odd","","Returns `true` if the number is odd.",0,{"inputs":[{"name":"self"}],"output":{"name":"bool"}}],[10,"div_rem","","Simultaneous truncated integer division and modulus. Returns `(quotient, remainder)`.",0,null],[11,"div_mod_floor","","Simultaneous floored integer division and modulus. Returns `(quotient, remainder)`.",0,null],[11,"new","","For a given n, iterate over all binomial coefficients binomial(n, k), for k=0...n.",1,{"inputs":[{"name":"t"}],"output":{"name":"iterbinomial"}}],[11,"next","","",1,{"inputs":[{"name":"self"}],"output":{"name":"option"}}]],"paths":[[8,"Integer"],[3,"IterBinomial"]]};
searchIndex["num_traits"] = {"doc":"Numeric traits for generic mathematics","items":[[3,"ParseFloatError","num_traits","",null,null],[12,"kind","","",0,null],[4,"FloatErrorKind","","",null,null],[13,"Empty","","",1,null],[13,"Invalid","","",1,null],[5,"clamp","","A value bounded by a minimum and a maximum",null,{"inputs":[{"name":"t"},{"name":"t"},{"name":"t"}],"output":{"name":"t"}}],[0,"identities","","",null,null],[5,"zero","num_traits::identities","Returns the additive identity, `0`.",null,{"inputs":[],"output":{"name":"t"}}],[5,"one","","Returns the multiplicative identity, `1`.",null,{"inputs":[],"output":{"name":"t"}}],[8,"Zero","","Defines an additive identity element for `Self`.",null,null],[10,"zero","","Returns the additive identity element of `Self`, `0`.",2,{"inputs":[],"output":{"name":"self"}}],[10,"is_zero","","Returns `true` if `self` is equal to the additive identity.",2,{"inputs":[{"name":"self"}],"output":{"name":"bool"}}],[8,"One","","Defines a multiplicative identity element for `Self`.",null,null],[10,"one","","Returns the multiplicative identity element of `Self`, `1`.",3,{"inputs":[],"output":{"name":"self"}}],[0,"sign","num_traits","",null,null],[5,"abs","num_traits::sign","Computes the absolute value.",null,{"inputs":[{"name":"t"}],"output":{"name":"t"}}],[5,"abs_sub","","The positive difference of two numbers.",null,{"inputs":[{"name":"t"},{"name":"t"}],"output":{"name":"t"}}],[5,"signum","","Returns the sign of the number.",null,{"inputs":[{"name":"t"}],"output":{"name":"t"}}],[8,"Signed","","Useful functions for signed numbers (i.e. numbers that can be negative).",null,null],[10,"abs","","Computes the absolute value.",4,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"abs_sub","","The positive difference of two numbers.",4,{"inputs":[{"name":"self"},{"name":"self"}],"output":{"name":"self"}}],[10,"signum","","Returns the sign of the number.",4,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"is_positive","","Returns true if the number is positive and false if the number is zero or negative.",4,{"inputs":[{"name":"self"}],"output":{"name":"bool"}}],[10,"is_negative","","Returns true if the number is negative and false if the number is zero or positive.",4,{"inputs":[{"name":"self"}],"output":{"name":"bool"}}],[8,"Unsigned","","A trait for values which cannot be negative",null,null],[0,"ops","num_traits","",null,null],[0,"saturating","num_traits::ops","",null,null],[8,"Saturating","num_traits::ops::saturating","Saturating math operations",null,null],[10,"saturating_add","","Saturating addition operator. Returns a+b, saturating at the numeric bounds instead of overflowing.",5,{"inputs":[{"name":"self"},{"name":"self"}],"output":{"name":"self"}}],[10,"saturating_sub","","Saturating subtraction operator. Returns a-b, saturating at the numeric bounds instead of overflowing.",5,{"inputs":[{"name":"self"},{"name":"self"}],"output":{"name":"self"}}],[0,"checked","num_traits::ops","",null,null],[8,"CheckedAdd","num_traits::ops::checked","Performs addition that returns `None` instead of wrapping around on overflow.",null,null],[10,"checked_add","","Adds two numbers, checking for overflow. If overflow happens, `None` is returned.",6,{"inputs":[{"name":"self"},{"name":"self"}],"output":{"name":"option"}}],[8,"CheckedSub","","Performs subtraction that returns `None` instead of wrapping around on underflow.",null,null],[10,"checked_sub","","Subtracts two numbers, checking for underflow. If underflow happens, `None` is returned.",7,{"inputs":[{"name":"self"},{"name":"self"}],"output":{"name":"option"}}],[8,"CheckedMul","","Performs multiplication that returns `None` instead of wrapping around on underflow or overflow.",null,null],[10,"checked_mul","","Multiplies two numbers, checking for underflow or overflow. If underflow or overflow happens, `None` is returned.",8,{"inputs":[{"name":"self"},{"name":"self"}],"output":{"name":"option"}}],[8,"CheckedDiv","","Performs division that returns `None` instead of panicking on division by zero and instead of wrapping around on underflow and overflow.",null,null],[10,"checked_div","","Divides two numbers, checking for underflow, overflow and division by zero. If any of that happens, `None` is returned.",9,{"inputs":[{"name":"self"},{"name":"self"}],"output":{"name":"option"}}],[0,"wrapping","num_traits::ops","",null,null],[8,"WrappingAdd","num_traits::ops::wrapping","Performs addition that wraps around on overflow.",null,null],[10,"wrapping_add","","Wrapping (modular) addition. Computes `self + other`, wrapping around at the boundary of the type.",10,{"inputs":[{"name":"self"},{"name":"self"}],"output":{"name":"self"}}],[8,"WrappingSub","","Performs subtraction that wraps around on overflow.",null,null],[10,"wrapping_sub","","Wrapping (modular) subtraction. Computes `self - other`, wrapping around at the boundary of the type.",11,{"inputs":[{"name":"self"},{"name":"self"}],"output":{"name":"self"}}],[8,"WrappingMul","","Performs multiplication that wraps around on overflow.",null,null],[10,"wrapping_mul","","Wrapping (modular) multiplication. Computes `self * other`, wrapping around at the boundary of the type.",12,{"inputs":[{"name":"self"},{"name":"self"}],"output":{"name":"self"}}],[0,"bounds","num_traits","",null,null],[8,"Bounded","num_traits::bounds","Numbers which have upper and lower bounds",null,null],[10,"min_value","","returns the smallest finite number this type can represent",13,{"inputs":[],"output":{"name":"self"}}],[10,"max_value","","returns the largest finite number this type can represent",13,{"inputs":[],"output":{"name":"self"}}],[0,"float","num_traits","",null,null],[8,"Float","num_traits::float","",null,null],[10,"nan","","Returns the `NaN` value.",14,{"inputs":[],"output":{"name":"self"}}],[10,"infinity","","Returns the infinite value.",14,{"inputs":[],"output":{"name":"self"}}],[10,"neg_infinity","","Returns the negative infinite value.",14,{"inputs":[],"output":{"name":"self"}}],[10,"neg_zero","","Returns `-0.0`.",14,{"inputs":[],"output":{"name":"self"}}],[10,"min_value","","Returns the smallest finite value that this type can represent.",14,{"inputs":[],"output":{"name":"self"}}],[10,"min_positive_value","","Returns the smallest positive, normalized value that this type can represent.",14,{"inputs":[],"output":{"name":"self"}}],[11,"epsilon","","Returns epsilon, a small positive value.",14,{"inputs":[],"output":{"name":"self"}}],[10,"max_value","","Returns the largest finite value that this type can represent.",14,{"inputs":[],"output":{"name":"self"}}],[10,"is_nan","","Returns `true` if this value is `NaN` and false otherwise.",14,{"inputs":[{"name":"self"}],"output":{"name":"bool"}}],[10,"is_infinite","","Returns `true` if this value is positive infinity or negative infinity and false otherwise.",14,{"inputs":[{"name":"self"}],"output":{"name":"bool"}}],[10,"is_finite","","Returns `true` if this number is neither infinite nor `NaN`.",14,{"inputs":[{"name":"self"}],"output":{"name":"bool"}}],[10,"is_normal","","Returns `true` if the number is neither zero, infinite, [subnormal][subnormal], or `NaN`.",14,{"inputs":[{"name":"self"}],"output":{"name":"bool"}}],[10,"classify","","Returns the floating point category of the number. If only one property is going to be tested, it is generally faster to use the specific predicate instead.",14,{"inputs":[{"name":"self"}],"output":{"name":"fpcategory"}}],[10,"floor","","Returns the largest integer less than or equal to a number.",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"ceil","","Returns the smallest integer greater than or equal to a number.",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"round","","Returns the nearest integer to a number. Round half-way cases away from `0.0`.",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"trunc","","Return the integer part of a number.",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"fract","","Returns the fractional part of a number.",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"abs","","Computes the absolute value of `self`. Returns `Float::nan()` if the number is `Float::nan()`.",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"signum","","Returns a number that represents the sign of `self`.",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"is_sign_positive","","Returns `true` if `self` is positive, including `+0.0`, `Float::infinity()`, and with newer versions of Rust `f64::NAN`.",14,{"inputs":[{"name":"self"}],"output":{"name":"bool"}}],[10,"is_sign_negative","","Returns `true` if `self` is negative, including `-0.0`, `Float::neg_infinity()`, and with newer versions of Rust `-f64::NAN`.",14,{"inputs":[{"name":"self"}],"output":{"name":"bool"}}],[10,"mul_add","","Fused multiply-add. Computes `(self * a) + b` with only one rounding error. This produces a more accurate result with better performance than a separate multiplication operation followed by an add.",14,{"inputs":[{"name":"self"},{"name":"self"},{"name":"self"}],"output":{"name":"self"}}],[10,"recip","","Take the reciprocal (inverse) of a number, `1/x`.",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"powi","","Raise a number to an integer power.",14,{"inputs":[{"name":"self"},{"name":"i32"}],"output":{"name":"self"}}],[10,"powf","","Raise a number to a floating point power.",14,{"inputs":[{"name":"self"},{"name":"self"}],"output":{"name":"self"}}],[10,"sqrt","","Take the square root of a number.",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"exp","","Returns `e^(self)`, (the exponential function).",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"exp2","","Returns `2^(self)`.",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"ln","","Returns the natural logarithm of the number.",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"log","","Returns the logarithm of the number with respect to an arbitrary base.",14,{"inputs":[{"name":"self"},{"name":"self"}],"output":{"name":"self"}}],[10,"log2","","Returns the base 2 logarithm of the number.",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"log10","","Returns the base 10 logarithm of the number.",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[11,"to_degrees","","Converts radians to degrees.",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[11,"to_radians","","Converts degrees to radians.",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"max","","Returns the maximum of the two numbers.",14,{"inputs":[{"name":"self"},{"name":"self"}],"output":{"name":"self"}}],[10,"min","","Returns the minimum of the two numbers.",14,{"inputs":[{"name":"self"},{"name":"self"}],"output":{"name":"self"}}],[10,"abs_sub","","The positive difference of two numbers.",14,{"inputs":[{"name":"self"},{"name":"self"}],"output":{"name":"self"}}],[10,"cbrt","","Take the cubic root of a number.",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"hypot","","Calculate the length of the hypotenuse of a right-angle triangle given legs of length `x` and `y`.",14,{"inputs":[{"name":"self"},{"name":"self"}],"output":{"name":"self"}}],[10,"sin","","Computes the sine of a number (in radians).",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"cos","","Computes the cosine of a number (in radians).",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"tan","","Computes the tangent of a number (in radians).",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"asin","","Computes the arcsine of a number. Return value is in radians in the range [-pi/2, pi/2] or NaN if the number is outside the range [-1, 1].",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"acos","","Computes the arccosine of a number. Return value is in radians in the range [0, pi] or NaN if the number is outside the range [-1, 1].",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"atan","","Computes the arctangent of a number. Return value is in radians in the range [-pi/2, pi/2];",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"atan2","","Computes the four quadrant arctangent of `self` (`y`) and `other` (`x`).",14,{"inputs":[{"name":"self"},{"name":"self"}],"output":{"name":"self"}}],[10,"sin_cos","","Simultaneously computes the sine and cosine of the number, `x`. Returns `(sin(x), cos(x))`.",14,null],[10,"exp_m1","","Returns `e^(self) - 1` in a way that is accurate even if the number is close to zero.",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"ln_1p","","Returns `ln(1+n)` (natural logarithm) more accurately than if the operations were performed separately.",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"sinh","","Hyperbolic sine function.",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"cosh","","Hyperbolic cosine function.",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"tanh","","Hyperbolic tangent function.",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"asinh","","Inverse hyperbolic sine function.",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"acosh","","Inverse hyperbolic cosine function.",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"atanh","","Inverse hyperbolic tangent function.",14,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"integer_decode","","Returns the mantissa, base 2 exponent, and sign as integers, respectively. The original number can be recovered by `sign * mantissa * 2 ^ exponent`. The floating point encoding is documented in the [Reference][floating-point].",14,null],[8,"FloatConst","","",null,null],[10,"E","","Return Euler’s number.",15,{"inputs":[],"output":{"name":"self"}}],[10,"FRAC_1_PI","","Return `1.0 / π`.",15,{"inputs":[],"output":{"name":"self"}}],[10,"FRAC_1_SQRT_2","","Return `1.0 / sqrt(2.0)`.",15,{"inputs":[],"output":{"name":"self"}}],[10,"FRAC_2_PI","","Return `2.0 / π`.",15,{"inputs":[],"output":{"name":"self"}}],[10,"FRAC_2_SQRT_PI","","Return `2.0 / sqrt(π)`.",15,{"inputs":[],"output":{"name":"self"}}],[10,"FRAC_PI_2","","Return `π / 2.0`.",15,{"inputs":[],"output":{"name":"self"}}],[10,"FRAC_PI_3","","Return `π / 3.0`.",15,{"inputs":[],"output":{"name":"self"}}],[10,"FRAC_PI_4","","Return `π / 4.0`.",15,{"inputs":[],"output":{"name":"self"}}],[10,"FRAC_PI_6","","Return `π / 6.0`.",15,{"inputs":[],"output":{"name":"self"}}],[10,"FRAC_PI_8","","Return `π / 8.0`.",15,{"inputs":[],"output":{"name":"self"}}],[10,"LN_10","","Return `ln(10.0)`.",15,{"inputs":[],"output":{"name":"self"}}],[10,"LN_2","","Return `ln(2.0)`.",15,{"inputs":[],"output":{"name":"self"}}],[10,"LOG10_E","","Return `log10(e)`.",15,{"inputs":[],"output":{"name":"self"}}],[10,"LOG2_E","","Return `log2(e)`.",15,{"inputs":[],"output":{"name":"self"}}],[10,"PI","","Return Archimedes’ constant.",15,{"inputs":[],"output":{"name":"self"}}],[10,"SQRT_2","","Return `sqrt(2.0)`.",15,{"inputs":[],"output":{"name":"self"}}],[0,"cast","num_traits","",null,null],[5,"cast","num_traits::cast","Cast from one machine scalar to another.",null,{"inputs":[{"name":"t"}],"output":{"name":"option"}}],[8,"ToPrimitive","","A generic trait for converting a value to a number.",null,null],[11,"to_isize","","Converts the value of `self` to an `isize`.",16,{"inputs":[{"name":"self"}],"output":{"name":"option"}}],[11,"to_i8","","Converts the value of `self` to an `i8`.",16,{"inputs":[{"name":"self"}],"output":{"name":"option"}}],[11,"to_i16","","Converts the value of `self` to an `i16`.",16,{"inputs":[{"name":"self"}],"output":{"name":"option"}}],[11,"to_i32","","Converts the value of `self` to an `i32`.",16,{"inputs":[{"name":"self"}],"output":{"name":"option"}}],[10,"to_i64","","Converts the value of `self` to an `i64`.",16,{"inputs":[{"name":"self"}],"output":{"name":"option"}}],[11,"to_usize","","Converts the value of `self` to a `usize`.",16,{"inputs":[{"name":"self"}],"output":{"name":"option"}}],[11,"to_u8","","Converts the value of `self` to an `u8`.",16,{"inputs":[{"name":"self"}],"output":{"name":"option"}}],[11,"to_u16","","Converts the value of `self` to an `u16`.",16,{"inputs":[{"name":"self"}],"output":{"name":"option"}}],[11,"to_u32","","Converts the value of `self` to an `u32`.",16,{"inputs":[{"name":"self"}],"output":{"name":"option"}}],[10,"to_u64","","Converts the value of `self` to an `u64`.",16,{"inputs":[{"name":"self"}],"output":{"name":"option"}}],[11,"to_f32","","Converts the value of `self` to an `f32`.",16,{"inputs":[{"name":"self"}],"output":{"name":"option"}}],[11,"to_f64","","Converts the value of `self` to an `f64`.",16,{"inputs":[{"name":"self"}],"output":{"name":"option"}}],[8,"FromPrimitive","","A generic trait for converting a number to a value.",null,null],[11,"from_isize","","Convert an `isize` to return an optional value of this type. If the value cannot be represented by this value, the `None` is returned.",17,{"inputs":[{"name":"isize"}],"output":{"name":"option"}}],[11,"from_i8","","Convert an `i8` to return an optional value of this type. If the type cannot be represented by this value, the `None` is returned.",17,{"inputs":[{"name":"i8"}],"output":{"name":"option"}}],[11,"from_i16","","Convert an `i16` to return an optional value of this type. If the type cannot be represented by this value, the `None` is returned.",17,{"inputs":[{"name":"i16"}],"output":{"name":"option"}}],[11,"from_i32","","Convert an `i32` to return an optional value of this type. If the type cannot be represented by this value, the `None` is returned.",17,{"inputs":[{"name":"i32"}],"output":{"name":"option"}}],[10,"from_i64","","Convert an `i64` to return an optional value of this type. If the type cannot be represented by this value, the `None` is returned.",17,{"inputs":[{"name":"i64"}],"output":{"name":"option"}}],[11,"from_usize","","Convert a `usize` to return an optional value of this type. If the type cannot be represented by this value, the `None` is returned.",17,{"inputs":[{"name":"usize"}],"output":{"name":"option"}}],[11,"from_u8","","Convert an `u8` to return an optional value of this type. If the type cannot be represented by this value, the `None` is returned.",17,{"inputs":[{"name":"u8"}],"output":{"name":"option"}}],[11,"from_u16","","Convert an `u16` to return an optional value of this type. If the type cannot be represented by this value, the `None` is returned.",17,{"inputs":[{"name":"u16"}],"output":{"name":"option"}}],[11,"from_u32","","Convert an `u32` to return an optional value of this type. If the type cannot be represented by this value, the `None` is returned.",17,{"inputs":[{"name":"u32"}],"output":{"name":"option"}}],[10,"from_u64","","Convert an `u64` to return an optional value of this type. If the type cannot be represented by this value, the `None` is returned.",17,{"inputs":[{"name":"u64"}],"output":{"name":"option"}}],[11,"from_f32","","Convert a `f32` to return an optional value of this type. If the type cannot be represented by this value, the `None` is returned.",17,{"inputs":[{"name":"f32"}],"output":{"name":"option"}}],[11,"from_f64","","Convert a `f64` to return an optional value of this type. If the type cannot be represented by this value, the `None` is returned.",17,{"inputs":[{"name":"f64"}],"output":{"name":"option"}}],[8,"NumCast","","An interface for casting between machine scalars.",null,null],[10,"from","","Creates a number from another value that can be converted into a primitive via the `ToPrimitive` trait.",18,{"inputs":[{"name":"t"}],"output":{"name":"option"}}],[0,"int","num_traits","",null,null],[8,"PrimInt","num_traits::int","",null,null],[10,"count_ones","","Returns the number of ones in the binary representation of `self`.",19,{"inputs":[{"name":"self"}],"output":{"name":"u32"}}],[10,"count_zeros","","Returns the number of zeros in the binary representation of `self`.",19,{"inputs":[{"name":"self"}],"output":{"name":"u32"}}],[10,"leading_zeros","","Returns the number of leading zeros in the binary representation of `self`.",19,{"inputs":[{"name":"self"}],"output":{"name":"u32"}}],[10,"trailing_zeros","","Returns the number of trailing zeros in the binary representation of `self`.",19,{"inputs":[{"name":"self"}],"output":{"name":"u32"}}],[10,"rotate_left","","Shifts the bits to the left by a specified amount amount, `n`, wrapping the truncated bits to the end of the resulting integer.",19,{"inputs":[{"name":"self"},{"name":"u32"}],"output":{"name":"self"}}],[10,"rotate_right","","Shifts the bits to the right by a specified amount amount, `n`, wrapping the truncated bits to the beginning of the resulting integer.",19,{"inputs":[{"name":"self"},{"name":"u32"}],"output":{"name":"self"}}],[10,"signed_shl","","Shifts the bits to the left by a specified amount amount, `n`, filling zeros in the least significant bits.",19,{"inputs":[{"name":"self"},{"name":"u32"}],"output":{"name":"self"}}],[10,"signed_shr","","Shifts the bits to the right by a specified amount amount, `n`, copying the \"sign bit\" in the most significant bits even for unsigned types.",19,{"inputs":[{"name":"self"},{"name":"u32"}],"output":{"name":"self"}}],[10,"unsigned_shl","","Shifts the bits to the left by a specified amount amount, `n`, filling zeros in the least significant bits.",19,{"inputs":[{"name":"self"},{"name":"u32"}],"output":{"name":"self"}}],[10,"unsigned_shr","","Shifts the bits to the right by a specified amount amount, `n`, filling zeros in the most significant bits.",19,{"inputs":[{"name":"self"},{"name":"u32"}],"output":{"name":"self"}}],[10,"swap_bytes","","Reverses the byte order of the integer.",19,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"from_be","","Convert an integer from big endian to the target's endianness.",19,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"from_le","","Convert an integer from little endian to the target's endianness.",19,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"to_be","","Convert `self` to big endian from the target's endianness.",19,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"to_le","","Convert `self` to little endian from the target's endianness.",19,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[10,"pow","","Raises self to the power of `exp`, using exponentiation by squaring.",19,{"inputs":[{"name":"self"},{"name":"u32"}],"output":{"name":"self"}}],[0,"pow","num_traits","",null,null],[5,"pow","num_traits::pow","Raises a value to the power of exp, using exponentiation by squaring.",null,{"inputs":[{"name":"t"},{"name":"usize"}],"output":{"name":"t"}}],[5,"checked_pow","","Raises a value to the power of exp, returning `None` if an overflow occurred.",null,{"inputs":[{"name":"t"},{"name":"usize"}],"output":{"name":"option"}}],[8,"Num","num_traits","The base trait for numeric types, covering `0` and `1` values, comparisons, basic numeric operations, and string conversion.",null,null],[16,"FromStrRadixErr","","",20,null],[10,"from_str_radix","","Convert from a string and radix <= 36.",20,{"inputs":[{"name":"str"},{"name":"u32"}],"output":{"name":"result"}}],[8,"NumOps","","The trait for types implementing basic numeric operations",null,null],[8,"NumRef","","The trait for `Num` types which also implement numeric operations taking the second operand by reference.",null,null],[8,"RefNum","","The trait for references which implement numeric operations, taking the second operand either by value or by reference.",null,null],[8,"NumAssignOps","","The trait for types implementing numeric assignment operators (like `+=`).",null,null],[8,"NumAssign","","The trait for `Num` types which also implement assignment operators.",null,null],[8,"NumAssignRef","","The trait for `NumAssign` types which also implement assignment operations taking the second operand by reference.",null,null],[11,"fmt","","",1,{"inputs":[{"name":"self"},{"name":"formatter"}],"output":{"name":"result"}}],[11,"fmt","","",0,{"inputs":[{"name":"self"},{"name":"formatter"}],"output":{"name":"result"}}]],"paths":[[3,"ParseFloatError"],[4,"FloatErrorKind"],[8,"Zero"],[8,"One"],[8,"Signed"],[8,"Saturating"],[8,"CheckedAdd"],[8,"CheckedSub"],[8,"CheckedMul"],[8,"CheckedDiv"],[8,"WrappingAdd"],[8,"WrappingSub"],[8,"WrappingMul"],[8,"Bounded"],[8,"Float"],[8,"FloatConst"],[8,"ToPrimitive"],[8,"FromPrimitive"],[8,"NumCast"],[8,"PrimInt"],[8,"Num"]]};
searchIndex["rand"] = {"doc":"Utilities for random number generation","items":[[3,"Generator","rand","Iterator which will generate a stream of random items.",null,null],[3,"AsciiGenerator","","Iterator which will continuously generate random ascii characters.",null,null],[3,"XorShiftRng","","An Xorshift[1] random number generator.",null,null],[3,"Open01","","A wrapper for generating floating point numbers uniformly in the open interval `(0,1)` (not including either endpoint).",null,null],[12,"0","","",0,null],[3,"Closed01","","A wrapper for generating floating point numbers uniformly in the closed interval `[0,1]` (including both endpoints).",null,null],[12,"0","","",1,null],[3,"StdRng","","The standard RNG. This is designed to be efficient on the current platform.",null,null],[3,"ThreadRng","","The thread-local RNG.",null,null],[5,"weak_rng","","Create a weak random number generator with a default algorithm and seed.",null,{"inputs":[],"output":{"name":"xorshiftrng"}}],[5,"thread_rng","","Retrieve the lazily-initialized thread-local random number generator, seeded by the system. Intended to be used in method chaining style, e.g. `thread_rng().gen::<i32>()`.",null,{"inputs":[],"output":{"name":"threadrng"}}],[5,"random","","Generates a random value using the thread-local random number generator.",null,{"inputs":[],"output":{"name":"t"}}],[5,"sample","","Randomly sample up to `amount` elements from an iterator.",null,{"inputs":[{"name":"r"},{"name":"i"},{"name":"usize"}],"output":{"name":"vec"}}],[0,"distributions","","Sampling from random distributions.",null,null],[3,"RandSample","rand::distributions","A wrapper for generating types that implement `Rand` via the `Sample` & `IndependentSample` traits.",null,null],[3,"Weighted","","A value with a particular weight for use with `WeightedChoice`.",null,null],[12,"weight","","The numerical weight of this item",2,null],[12,"item","","The actual item which is being weighted",2,null],[3,"WeightedChoice","","A distribution that selects from a finite collection of weighted items.",null,null],[0,"range","","Generating numbers between two others.",null,null],[3,"Range","rand::distributions::range","Sample values uniformly between two bounds.",null,null],[8,"SampleRange","","The helper trait for types that have a sensible way to sample uniformly between two values. This should not be used directly, and is only to facilitate `Range`.",null,null],[10,"construct_range","","Construct the `Range` object that `sample_range` requires. This should not ever be called directly, only via `Range::new`, which will check that `low < high`, so this function doesn't have to repeat the check.",3,{"inputs":[{"name":"self"},{"name":"self"}],"output":{"name":"range"}}],[10,"sample_range","","Sample a value from the given `Range` with the given `Rng` as a source of randomness.",3,{"inputs":[{"name":"range"},{"name":"r"}],"output":{"name":"self"}}],[11,"clone","","",4,{"inputs":[{"name":"self"}],"output":{"name":"range"}}],[11,"new","","Create a new `Range` instance that samples uniformly from `[low, high)`. Panics if `low >= high`.",4,{"inputs":[{"name":"x"},{"name":"x"}],"output":{"name":"range"}}],[11,"sample","","",4,{"inputs":[{"name":"self"},{"name":"r"}],"output":{"name":"sup"}}],[11,"ind_sample","","",4,{"inputs":[{"name":"self"},{"name":"r"}],"output":{"name":"sup"}}],[0,"gamma","rand::distributions","The Gamma and derived distributions.",null,null],[3,"Gamma","rand::distributions::gamma","The Gamma distribution `Gamma(shape, scale)` distribution.",null,null],[3,"ChiSquared","","The chi-squared distribution `χ²(k)`, where `k` is the degrees of freedom.",null,null],[3,"FisherF","","The Fisher F distribution `F(m, n)`.",null,null],[3,"StudentT","","The Student t distribution, `t(nu)`, where `nu` is the degrees of freedom.",null,null],[11,"clone","","",5,{"inputs":[{"name":"self"}],"output":{"name":"gamma"}}],[11,"new","","Construct an object representing the `Gamma(shape, scale)` distribution.",5,{"inputs":[{"name":"f64"},{"name":"f64"}],"output":{"name":"gamma"}}],[11,"sample","","",5,{"inputs":[{"name":"self"},{"name":"r"}],"output":{"name":"f64"}}],[11,"ind_sample","","",5,{"inputs":[{"name":"self"},{"name":"r"}],"output":{"name":"f64"}}],[11,"clone","","",6,{"inputs":[{"name":"self"}],"output":{"name":"chisquared"}}],[11,"new","","Create a new chi-squared distribution with degrees-of-freedom `k`. Panics if `k < 0`.",6,{"inputs":[{"name":"f64"}],"output":{"name":"chisquared"}}],[11,"sample","","",6,{"inputs":[{"name":"self"},{"name":"r"}],"output":{"name":"f64"}}],[11,"ind_sample","","",6,{"inputs":[{"name":"self"},{"name":"r"}],"output":{"name":"f64"}}],[11,"clone","","",7,{"inputs":[{"name":"self"}],"output":{"name":"fisherf"}}],[11,"new","","Create a new `FisherF` distribution, with the given parameter. Panics if either `m` or `n` are not positive.",7,{"inputs":[{"name":"f64"},{"name":"f64"}],"output":{"name":"fisherf"}}],[11,"sample","","",7,{"inputs":[{"name":"self"},{"name":"r"}],"output":{"name":"f64"}}],[11,"ind_sample","","",7,{"inputs":[{"name":"self"},{"name":"r"}],"output":{"name":"f64"}}],[11,"clone","","",8,{"inputs":[{"name":"self"}],"output":{"name":"studentt"}}],[11,"new","","Create a new Student t distribution with `n` degrees of freedom. Panics if `n <= 0`.",8,{"inputs":[{"name":"f64"}],"output":{"name":"studentt"}}],[11,"sample","","",8,{"inputs":[{"name":"self"},{"name":"r"}],"output":{"name":"f64"}}],[11,"ind_sample","","",8,{"inputs":[{"name":"self"},{"name":"r"}],"output":{"name":"f64"}}],[0,"normal","rand::distributions","The normal and derived distributions.",null,null],[3,"StandardNormal","rand::distributions::normal","A wrapper around an `f64` to generate N(0, 1) random numbers (a.k.a. a standard normal, or Gaussian).",null,null],[12,"0","","",9,null],[3,"Normal","","The normal distribution `N(mean, std_dev**2)`.",null,null],[3,"LogNormal","","The log-normal distribution `ln N(mean, std_dev**2)`.",null,null],[11,"clone","","",9,{"inputs":[{"name":"self"}],"output":{"name":"standardnormal"}}],[11,"rand","","",9,{"inputs":[{"name":"r"}],"output":{"name":"standardnormal"}}],[11,"clone","","",10,{"inputs":[{"name":"self"}],"output":{"name":"normal"}}],[11,"new","","Construct a new `Normal` distribution with the given mean and standard deviation.",10,{"inputs":[{"name":"f64"},{"name":"f64"}],"output":{"name":"normal"}}],[11,"sample","","",10,{"inputs":[{"name":"self"},{"name":"r"}],"output":{"name":"f64"}}],[11,"ind_sample","","",10,{"inputs":[{"name":"self"},{"name":"r"}],"output":{"name":"f64"}}],[11,"clone","","",11,{"inputs":[{"name":"self"}],"output":{"name":"lognormal"}}],[11,"new","","Construct a new `LogNormal` distribution with the given mean and standard deviation.",11,{"inputs":[{"name":"f64"},{"name":"f64"}],"output":{"name":"lognormal"}}],[11,"sample","","",11,{"inputs":[{"name":"self"},{"name":"r"}],"output":{"name":"f64"}}],[11,"ind_sample","","",11,{"inputs":[{"name":"self"},{"name":"r"}],"output":{"name":"f64"}}],[0,"exponential","rand::distributions","The exponential distribution.",null,null],[3,"Exp1","rand::distributions::exponential","A wrapper around an `f64` to generate Exp(1) random numbers.",null,null],[12,"0","","",12,null],[3,"Exp","","The exponential distribution `Exp(lambda)`.",null,null],[11,"clone","","",12,{"inputs":[{"name":"self"}],"output":{"name":"exp1"}}],[11,"rand","","",12,{"inputs":[{"name":"r"}],"output":{"name":"exp1"}}],[11,"clone","","",13,{"inputs":[{"name":"self"}],"output":{"name":"exp"}}],[11,"new","","Construct a new `Exp` with the given shape parameter `lambda`. Panics if `lambda <= 0`.",13,{"inputs":[{"name":"f64"}],"output":{"name":"exp"}}],[11,"sample","","",13,{"inputs":[{"name":"self"},{"name":"r"}],"output":{"name":"f64"}}],[11,"ind_sample","","",13,{"inputs":[{"name":"self"},{"name":"r"}],"output":{"name":"f64"}}],[8,"Sample","rand::distributions","Types that can be used to create a random instance of `Support`.",null,null],[10,"sample","","Generate a random value of `Support`, using `rng` as the source of randomness.",14,{"inputs":[{"name":"self"},{"name":"r"}],"output":{"name":"support"}}],[8,"IndependentSample","","`Sample`s that do not require keeping track of state.",null,null],[10,"ind_sample","","Generate a random value.",15,{"inputs":[{"name":"self"},{"name":"r"}],"output":{"name":"support"}}],[11,"clone","","",16,{"inputs":[{"name":"self"}],"output":{"name":"self"}}],[11,"sample","","",16,{"inputs":[{"name":"self"},{"name":"r"}],"output":{"name":"sup"}}],[11,"ind_sample","","",16,{"inputs":[{"name":"self"},{"name":"r"}],"output":{"name":"sup"}}],[11,"new","","",16,{"inputs":[],"output":{"name":"randsample"}}],[11,"clone","","",2,{"inputs":[{"name":"self"}],"output":{"name":"weighted"}}],[11,"new","","Create a new `WeightedChoice`.",17,null],[11,"sample","","",17,{"inputs":[{"name":"self"},{"name":"r"}],"output":{"name":"t"}}],[11,"ind_sample","","",17,{"inputs":[{"name":"self"},{"name":"r"}],"output":{"name":"t"}}],[0,"isaac","rand","The ISAAC random number generator.",null,null],[3,"IsaacRng","rand::isaac","A random number generator that uses the ISAAC algorithm[1].",null,null],[3,"Isaac64Rng","","A random number generator that uses ISAAC-64[1], the 64-bit variant of the ISAAC algorithm.",null,null],[11,"new_unseeded","","Create an ISAAC random number generator using the default fixed seed.",18,{"inputs":[],"output":{"name":"isaacrng"}}],[11,"clone","","",18,{"inputs":[{"name":"self"}],"output":{"name":"isaacrng"}}],[11,"next_u32","","",18,{"inputs":[{"name":"self"}],"output":{"name":"u32"}}],[11,"reseed","","",18,null],[11,"from_seed","","Create an ISAAC random number generator with a seed. This can be any length, although the maximum number of elements used is 256 and any more will be silently ignored. A generator constructed with a given seed will generate the same sequence of values as all other generators constructed with that seed.",18,null],[11,"rand","","",18,{"inputs":[{"name":"r"}],"output":{"name":"isaacrng"}}],[11,"new_unseeded","","Create a 64-bit ISAAC random number generator using the default fixed seed.",19,{"inputs":[],"output":{"name":"isaac64rng"}}],[11,"clone","","",19,{"inputs":[{"name":"self"}],"output":{"name":"isaac64rng"}}],[11,"next_u32","","",19,{"inputs":[{"name":"self"}],"output":{"name":"u32"}}],[11,"next_u64","","",19,{"inputs":[{"name":"self"}],"output":{"name":"u64"}}],[11,"reseed","","",19,null],[11,"from_seed","","Create an ISAAC random number generator with a seed. This can be any length, although the maximum number of elements used is 256 and any more will be silently ignored. A generator constructed with a given seed will generate the same sequence of values as all other generators constructed with that seed.",19,null],[11,"rand","","",19,{"inputs":[{"name":"r"}],"output":{"name":"isaac64rng"}}],[0,"chacha","rand","The ChaCha random number generator.",null,null],[3,"ChaChaRng","rand::chacha","A random number generator that uses the ChaCha20 algorithm [1].",null,null],[11,"clone","","",20,{"inputs":[{"name":"self"}],"output":{"name":"chacharng"}}],[11,"new_unseeded","","Create an ChaCha random number generator using the default fixed key of 8 zero words.",20,{"inputs":[],"output":{"name":"chacharng"}}],[11,"set_counter","","Sets the internal 128-bit ChaCha counter to a user-provided value. This permits jumping arbitrarily ahead (or backwards) in the pseudorandom stream.",20,{"inputs":[{"name":"self"},{"name":"u64"},{"name":"u64"}],"output":null}],[11,"next_u32","","",20,{"inputs":[{"name":"self"}],"output":{"name":"u32"}}],[11,"reseed","","",20,null],[11,"from_seed","","Create a ChaCha generator from a seed, obtained from a variable-length u32 array. Only up to 8 words are used; if less than 8 words are used, the remaining are set to zero.",20,null],[11,"rand","","",20,{"inputs":[{"name":"r"}],"output":{"name":"chacharng"}}],[0,"reseeding","rand","A wrapper around another RNG that reseeds it after it generates a certain number of random bytes.",null,null],[3,"ReseedingRng","rand::reseeding","A wrapper around any RNG which reseeds the underlying RNG after it has generated a certain number of random bytes.",null,null],[12,"reseeder","","Controls the behaviour when reseeding the RNG.",21,null],[3,"ReseedWithDefault","","Reseed an RNG using a `Default` instance. This reseeds by replacing the RNG with the result of a `Default::default` call.",null,null],[8,"Reseeder","","Something that can be used to reseed an RNG via `ReseedingRng`.",null,null],[10,"reseed","","Reseed the given RNG.",22,{"inputs":[{"name":"self"},{"name":"r"}],"output":null}],[11,"new","","Create a new `ReseedingRng` with the given parameters.",21,{"inputs":[{"name":"r"},{"name":"u64"},{"name":"rsdr"}],"output":{"name":"reseedingrng"}}],[11,"reseed_if_necessary","","Reseed the internal RNG if the number of bytes that have been generated exceed the threshold.",21,{"inputs":[{"name":"self"}],"output":null}],[11,"next_u32","","",21,{"inputs":[{"name":"self"}],"output":{"name":"u32"}}],[11,"next_u64","","",21,{"inputs":[{"name":"self"}],"output":{"name":"u64"}}],[11,"fill_bytes","","",21,null],[11,"reseed","","",21,null],[11,"from_seed","","Create a new `ReseedingRng` from the given reseeder and seed. This uses a default value for `generation_threshold`.",21,null],[11,"clone","","",23,{"inputs":[{"name":"self"}],"output":{"name":"reseedwithdefault"}}],[11,"reseed","","",23,{"inputs":[{"name":"self"},{"name":"r"}],"output":null}],[11,"default","","",23,{"inputs":[],"output":{"name":"reseedwithdefault"}}],[11,"rand","rand","",0,{"inputs":[{"name":"r"}],"output":{"name":"open01"}}],[11,"rand","","",1,{"inputs":[{"name":"r"}],"output":{"name":"closed01"}}],[11,"rand","","",0,{"inputs":[{"name":"r"}],"output":{"name":"open01"}}],[11,"rand","","",1,{"inputs":[{"name":"r"}],"output":{"name":"closed01"}}],[0,"os","","Interfaces to the operating system provided random number generators.",null,null],[3,"OsRng","rand::os","A random number generator that retrieves randomness straight from the operating system. Platform sources:",null,null],[11,"new","","Create a new `OsRng`.",24,{"inputs":[],"output":{"name":"result"}}],[11,"next_u32","","",24,{"inputs":[{"name":"self"}],"output":{"name":"u32"}}],[11,"next_u64","","",24,{"inputs":[{"name":"self"}],"output":{"name":"u64"}}],[11,"fill_bytes","","",24,null],[0,"read","rand","A wrapper around any Read to treat it as an RNG.",null,null],[3,"ReadRng","rand::read","An RNG that reads random bytes straight from a `Read`. This will work best with an infinite reader, but this is not required.",null,null],[11,"new","","Create a new `ReadRng` from a `Read`.",25,{"inputs":[{"name":"r"}],"output":{"name":"readrng"}}],[11,"next_u32","","",25,{"inputs":[{"name":"self"}],"output":{"name":"u32"}}],[11,"next_u64","","",25,{"inputs":[{"name":"self"}],"output":{"name":"u64"}}],[11,"fill_bytes","","",25,null],[8,"Rand","rand","A type that can be randomly generated using an `Rng`.",null,null],[10,"rand","","Generates a random instance of this type using the specified source of randomness.",26,{"inputs":[{"name":"r"}],"output":{"name":"self"}}],[8,"Rng","","A random number generator.",null,null],[10,"next_u32","","Return the next random u32.",27,{"inputs":[{"name":"self"}],"output":{"name":"u32"}}],[11,"next_u64","","Return the next random u64.",27,{"inputs":[{"name":"self"}],"output":{"name":"u64"}}],[11,"next_f32","","Return the next random f32 selected from the half-open interval `[0, 1)`.",27,{"inputs":[{"name":"self"}],"output":{"name":"f32"}}],[11,"next_f64","","Return the next random f64 selected from the half-open interval `[0, 1)`.",27,{"inputs":[{"name":"self"}],"output":{"name":"f64"}}],[11,"fill_bytes","","Fill `dest` with random data.",27,null],[11,"gen","","Return a random value of a `Rand` type.",27,{"inputs":[{"name":"self"}],"output":{"name":"t"}}],[11,"gen_iter","","Return an iterator that will yield an infinite number of randomly generated items.",27,{"inputs":[{"name":"self"}],"output":{"name":"generator"}}],[11,"gen_range","","Generate a random value in the range [`low`, `high`).",27,{"inputs":[{"name":"self"},{"name":"t"},{"name":"t"}],"output":{"name":"t"}}],[11,"gen_weighted_bool","","Return a bool with a 1 in n chance of true",27,{"inputs":[{"name":"self"},{"name":"u32"}],"output":{"name":"bool"}}],[11,"gen_ascii_chars","","Return an iterator of random characters from the set A-Z,a-z,0-9.",27,{"inputs":[{"name":"self"}],"output":{"name":"asciigenerator"}}],[11,"choose","","Return a random element from `values`.",27,null],[11,"choose_mut","","Return a mutable pointer to a random element from `values`.",27,null],[11,"shuffle","","Shuffle a mutable slice in place.",27,null],[8,"SeedableRng","","A random number generator that can be explicitly seeded to produce the same stream of randomness multiple times.",null,null],[10,"reseed","","Reseed an RNG with the given seed.",28,{"inputs":[{"name":"self"},{"name":"seed"}],"output":null}],[10,"from_seed","","Create a new RNG with the given seed.",28,{"inputs":[{"name":"seed"}],"output":{"name":"self"}}],[11,"next","","",29,{"inputs":[{"name":"self"}],"output":{"name":"option"}}],[11,"next","","",30,{"inputs":[{"name":"self"}],"output":{"name":"option"}}],[11,"clone","","",31,{"inputs":[{"name":"self"}],"output":{"name":"xorshiftrng"}}],[11,"new_unseeded","","Creates a new XorShiftRng instance which is not seeded.",31,{"inputs":[],"output":{"name":"xorshiftrng"}}],[11,"next_u32","","",31,{"inputs":[{"name":"self"}],"output":{"name":"u32"}}],[11,"reseed","","Reseed an XorShiftRng. This will panic if `seed` is entirely 0.",31,null],[11,"from_seed","","Create a new XorShiftRng. This will panic if `seed` is entirely 0.",31,null],[11,"rand","","",31,{"inputs":[{"name":"r"}],"output":{"name":"xorshiftrng"}}],[11,"clone","","",32,{"inputs":[{"name":"self"}],"output":{"name":"stdrng"}}],[11,"new","","Create a randomly seeded instance of `StdRng`.",32,{"inputs":[],"output":{"name":"result"}}],[11,"next_u32","","",32,{"inputs":[{"name":"self"}],"output":{"name":"u32"}}],[11,"next_u64","","",32,{"inputs":[{"name":"self"}],"output":{"name":"u64"}}],[11,"reseed","","",32,null],[11,"from_seed","","",32,null],[11,"clone","","",33,{"inputs":[{"name":"self"}],"output":{"name":"threadrng"}}],[11,"next_u32","","",33,{"inputs":[{"name":"self"}],"output":{"name":"u32"}}],[11,"next_u64","","",33,{"inputs":[{"name":"self"}],"output":{"name":"u64"}}],[11,"fill_bytes","","",33,null]],"paths":[[3,"Open01"],[3,"Closed01"],[3,"Weighted"],[8,"SampleRange"],[3,"Range"],[3,"Gamma"],[3,"ChiSquared"],[3,"FisherF"],[3,"StudentT"],[3,"StandardNormal"],[3,"Normal"],[3,"LogNormal"],[3,"Exp1"],[3,"Exp"],[8,"Sample"],[8,"IndependentSample"],[3,"RandSample"],[3,"WeightedChoice"],[3,"IsaacRng"],[3,"Isaac64Rng"],[3,"ChaChaRng"],[3,"ReseedingRng"],[8,"Reseeder"],[3,"ReseedWithDefault"],[3,"OsRng"],[3,"ReadRng"],[8,"Rand"],[8,"Rng"],[8,"SeedableRng"],[3,"Generator"],[3,"AsciiGenerator"],[3,"XorShiftRng"],[3,"StdRng"],[3,"ThreadRng"]]};
searchIndex["ring"] = {"doc":"Safe, fast, small crypto using Rust with BoringSSL's cryptography primitives.","items":[[0,"aead","ring","Authenticated Encryption with Associated Data (AEAD).",null,null],[3,"OpeningKey","ring::aead","A key for authenticating and decrypting (“opening”) AEAD-protected data.",null,null],[3,"SealingKey","","A key for encrypting and signing (“sealing”) data.",null,null],[3,"Algorithm","","An AEAD Algorithm.",null,null],[5,"open_in_place","","Authenticates and decrypts (“opens”) data in place. When",null,null],[5,"seal_in_place","","Encrypts and signs (“seals”) data in place.",null,null],[0,"chacha20_poly1305_openssh","","The [chacha20-poly1305@openssh.com] AEAD-ish construct.",null,null],[3,"SealingKey","ring::aead::chacha20_poly1305_openssh","A key for sealing packets.",null,null],[3,"OpeningKey","","A key for opening packets.",null,null],[17,"KEY_LEN","","The length of key.",null,null],[17,"TAG_LEN","","The length of a tag.",null,null],[17,"PACKET_LENGTH_LEN","","The length in bytes of the `packet_length` field in a SSH packet.",null,null],[11,"new","","Constructs a new `SealingKey`.",0,null],[11,"seal_in_place","","Seals (encrypts and signs) a packet.",0,null],[11,"new","","Constructs a new `OpeningKey`.",1,null],[11,"decrypt_packet_length","","Returns the decrypted, but unauthenticated, packet length.",1,null],[11,"open_in_place","","Opens (authenticates and decrypts) a packet.",1,null],[7,"CHACHA20_POLY1305","ring::aead","ChaCha20-Poly1305 as described in [RFC 7539].",null,null],[7,"AES_128_GCM","","AES-128 in GCM mode with 128-bit tags and 96 bit nonces.",null,null],[7,"AES_256_GCM","","AES-256 in GCM mode with 128-bit tags and 96 bit nonces.",null,null],[17,"MAX_TAG_LEN","","The maximum length of a tag for the algorithms in this module.",null,null],[11,"new","","Create a new opening key.",2,null],[11,"algorithm","","The key's AEAD algorithm.",2,{"inputs":[{"name":"self"}],"output":{"name":"algorithm"}}],[11,"new","","C analogs: `EVP_AEAD_CTX_init_with_direction` with direction `evp_aead_seal`, `EVP_AEAD_CTX_init`.",3,null],[11,"algorithm","","The key's AEAD algorithm.",3,{"inputs":[{"name":"self"}],"output":{"name":"algorithm"}}],[11,"key_len","","The length of the key.",4,{"inputs":[{"name":"self"}],"output":{"name":"usize"}}],[11,"tag_len","","The length of a tag.",4,{"inputs":[{"name":"self"}],"output":{"name":"usize"}}],[11,"nonce_len","","The length of the nonces.",4,{"inputs":[{"name":"self"}],"output":{"name":"usize"}}],[0,"agreement","ring","Key Agreement: ECDH, including X25519.",null,null],[3,"Algorithm","ring::agreement","A key agreement algorithm.",null,null],[3,"EphemeralPrivateKey","","An ephemeral private key for use (only) with `agree_ephemeral`. The signature of `agree_ephemeral` ensures that an `EphemeralPrivateKey` can be used for at most one key agreement.",null,null],[5,"agree_ephemeral","","Performs a key agreement with an ephemeral private key and the given public key.",null,{"inputs":[{"name":"ephemeralprivatekey"},{"name":"algorithm"},{"name":"input"},{"name":"e"},{"name":"f"}],"output":{"name":"result"}}],[7,"ECDH_P256","","ECDH using the NSA Suite B P-256 (secp256r1) curve.",null,null],[7,"ECDH_P384","","ECDH using the NSA Suite B P-384 (secp384r1) curve.",null,null],[7,"X25519","","X25519 (ECDH using Curve25519) as described in [RFC 7748].",null,null],[17,"PUBLIC_KEY_MAX_LEN","","The maximum length, in bytes, of an encoded public key.",null,null],[11,"generate","","Generate a new ephemeral private key for the given algorithm.",5,{"inputs":[{"name":"algorithm"},{"name":"securerandom"}],"output":{"name":"result"}}],[11,"algorithm","","The key exchange algorithm.",5,{"inputs":[{"name":"self"}],"output":{"name":"algorithm"}}],[11,"public_key_len","","The size in bytes of the encoded public key.",5,{"inputs":[{"name":"self"}],"output":{"name":"usize"}}],[11,"compute_public_key","","Computes the public key from the private key's value and fills `out` with the public point encoded in the standard form for the algorithm.",5,null],[0,"constant_time","ring","Constant-time operations.",null,null],[5,"verify_slices_are_equal","ring::constant_time","Returns `Ok(())` if `a == b` and `Err(error::Unspecified)` otherwise. The comparison of `a` and `b` is done in constant time with respect to the contents of each, but NOT in constant time with respect to the lengths of `a` and `b`.",null,null],[0,"digest","ring","SHA-2 and the legacy SHA-1 digest algorithm.",null,null],[3,"Context","ring::digest","A context for multi-step (Init-Update-Finish) digest calculations.",null,null],[12,"algorithm","","The context's algorithm.",6,null],[3,"Digest","","A calculated digest value.",null,null],[3,"Algorithm","","A digest algorithm.",null,null],[12,"output_len","","C analog: `EVP_MD_size`",7,null],[12,"chaining_len","","The size of the chaining value of the digest function, in bytes. For non-truncated algorithms (SHA-1, SHA-256, SHA-512), this is equal to `output_len`. For truncated algorithms (e.g. SHA-384, SHA-512/256), this is equal to the length before truncation. This is mostly helpful for determining the size of an HMAC key that is appropriate for the digest algorithm.",7,null],[12,"block_len","","C analog: `EVP_MD_block_size`",7,null],[5,"digest","","Returns the digest of `data` using the given digest algorithm.",null,null],[7,"SHA1","","SHA-1 as specified in [FIPS 180-4]. Deprecated.",null,null],[7,"SHA256","","SHA-256 as specified in [FIPS 180-4].",null,null],[7,"SHA384","","SHA-384 as specified in [FIPS 180-4].",null,null],[7,"SHA512","","SHA-512 as specified in [FIPS 180-4].",null,null],[7,"SHA512_256","","SHA-512/256 as specified in [FIPS 180-4].",null,null],[17,"MAX_BLOCK_LEN","","The maximum block length (`Algorithm::block_len`) of all the algorithms in this module.",null,null],[17,"MAX_OUTPUT_LEN","","The maximum output length (`Algorithm::output_len`) of all the algorithms in this module.",null,null],[17,"MAX_CHAINING_LEN","","The maximum chaining length (`Algorithm::chaining_len`) of all the algorithms in this module.",null,null],[17,"SHA1_OUTPUT_LEN","","The length of the output of SHA-1, in bytes.",null,null],[17,"SHA256_OUTPUT_LEN","","The length of the output of SHA-256, in bytes.",null,null],[17,"SHA384_OUTPUT_LEN","","The length of the output of SHA-384, in bytes.",null,null],[17,"SHA512_OUTPUT_LEN","","The length of the output of SHA-512, in bytes.",null,null],[17,"SHA512_256_OUTPUT_LEN","","The length of the output of SHA-512/256, in bytes.",null,null],[11,"new","","Constructs a new context.",6,{"inputs":[{"name":"algorithm"}],"output":{"name":"context"}}],[11,"update","","Updates the digest with all the data in `data`. `update` may be called zero or more times until `finish` is called. It must not be called after `finish` has been called.",6,null],[11,"finish","","Finalizes the digest calculation and returns the digest value. `finish` consumes the context so it cannot be (mis-)used after `finish` has been called.",6,{"inputs":[{"name":"self"}],"output":{"name":"digest"}}],[11,"algorithm","","The algorithm that this context is using.",6,{"inputs":[{"name":"self"}],"output":{"name":"algorithm"}}],[11,"clone","","",6,{"inputs":[{"name":"self"}],"output":{"name":"context"}}],[11,"clone","","",8,{"inputs":[{"name":"self"}],"output":{"name":"digest"}}],[11,"algorithm","","The algorithm that was used to calculate the digest value.",8,{"inputs":[{"name":"self"}],"output":{"name":"algorithm"}}],[11,"as_ref","","",8,null],[11,"fmt","","",8,{"inputs":[{"name":"self"},{"name":"formatter"}],"output":{"name":"result"}}],[11,"fmt","","",7,{"inputs":[{"name":"self"},{"name":"formatter"}],"output":{"name":"result"}}],[0,"error","ring","Error reporting.",null,null],[3,"Unspecified","ring::error","An error with absolutely no details.",null,null],[11,"clone","","",9,{"inputs":[{"name":"self"}],"output":{"name":"unspecified"}}],[11,"fmt","","",9,{"inputs":[{"name":"self"},{"name":"formatter"}],"output":{"name":"result"}}],[11,"eq","","",9,{"inputs":[{"name":"self"},{"name":"unspecified"}],"output":{"name":"bool"}}],[11,"fmt","","",9,{"inputs":[{"name":"self"},{"name":"formatter"}],"output":{"name":"result"}}],[11,"cause","","",9,{"inputs":[{"name":"self"}],"output":{"name":"option"}}],[11,"description","","",9,{"inputs":[{"name":"self"}],"output":{"name":"str"}}],[11,"from","","",9,{"inputs":[{"name":"endofinput"}],"output":{"name":"self"}}],[0,"hkdf","ring","HMAC-based Extract-and-Expand Key Derivation Function.",null,null],[5,"extract_and_expand","ring::hkdf","Fills `out` with the output of the HKDF Extract-and-Expand operation for the given inputs.",null,null],[5,"extract","","The HKDF-Extract operation.",null,null],[5,"expand","","Fills `out` with the output of the HKDF-Expand operation for the given inputs.",null,null],[0,"hmac","ring","HMAC is specified in [RFC 2104].",null,null],[3,"Signature","ring::hmac","An HMAC signature.",null,null],[3,"SigningKey","","A key to use for HMAC signing.",null,null],[3,"SigningContext","","A context for multi-step (Init-Update-Finish) HMAC signing.",null,null],[3,"VerificationKey","","A key to use for HMAC authentication.",null,null],[5,"sign","","Calculates the HMAC of `data` using the key `key` in one step.",null,null],[5,"verify","","Calculates the HMAC of `data` using the key `key`, and verifies whether the resultant value equals `signature`, in one step.",null,null],[5,"verify_with_own_key","","Calculates the HMAC of `data` using the signing key `key`, and verifies whether the resultant value equals `signature`, in one step.",null,null],[5,"recommended_key_len","","Returns the recommended key length for HMAC using the given digest algorithm.",null,{"inputs":[{"name":"algorithm"}],"output":{"name":"usize"}}],[11,"clone","","",10,{"inputs":[{"name":"self"}],"output":{"name":"signature"}}],[11,"fmt","","",10,{"inputs":[{"name":"self"},{"name":"formatter"}],"output":{"name":"result"}}],[11,"as_ref","","",10,null],[11,"generate","","Generate an HMAC signing key using the given digest algorithm with a random value generated from `rng`.",11,{"inputs":[{"name":"algorithm"},{"name":"securerandom"}],"output":{"name":"result"}}],[11,"generate_serializable","","Generate an HMAC signing key using the given digest algorithm with a random value generated from `rng`, and puts the raw key value in `key_bytes`.",11,null],[11,"new","","Construct an HMAC signing key using the given digest algorithm and key value.",11,null],[11,"digest_algorithm","","The digest algorithm for the key.",11,{"inputs":[{"name":"self"}],"output":{"name":"algorithm"}}],[11,"clone","","",12,{"inputs":[{"name":"self"}],"output":{"name":"signingcontext"}}],[11,"with_key","","Constructs a new HMAC signing context using the given digest algorithm and key.",12,{"inputs":[{"name":"signingkey"}],"output":{"name":"signingcontext"}}],[11,"update","","Updates the HMAC with all the data in `data`. `update` may be called zero or more times until `finish` is called.",12,null],[11,"sign","","Finalizes the HMAC calculation and returns the HMAC value. `sign` consumes the context so it cannot be (mis-)used after `sign` has been called.",12,{"inputs":[{"name":"self"}],"output":{"name":"signature"}}],[11,"new","","Construct an HMAC verification key using the given digest algorithm and key value.",13,null],[0,"pbkdf2","ring","PBKDF2 derivation and verification.",null,null],[5,"derive","ring::pbkdf2","Fills `out` with the key derived using PBKDF2 with the given inputs.",null,null],[5,"verify","","Verifies that a previously-derived (e.g., using `derive`) PBKDF2 value matches the PBKDF2 value derived from the other inputs.",null,null],[0,"rand","ring","Cryptographic pseudo-random number generation.",null,null],[3,"SystemRandom","ring::rand","A secure random number generator where the random values come directly from the operating system.",null,null],[8,"SecureRandom","","A secure random number generator.",null,null],[10,"fill","","Fills `dest` with random bytes.",14,null],[11,"new","","Constructs a new `SystemRandom`.",15,{"inputs":[],"output":{"name":"systemrandom"}}],[11,"fill","","",15,null],[0,"signature","ring","Public key signatures: signing and verification.",null,null],[3,"ECDSAVerificationAlgorithm","ring::signature","An ECDSA verification algorithm.",null,null],[3,"EdDSAParameters","","Parameters for EdDSA signing and verification.",null,null],[3,"Ed25519KeyPair","","An Ed25519 key pair, for signing.",null,null],[3,"PKCS8Document","","A generated PKCS#8 document.",null,null],[3,"RSAKeyPair","","An RSA key pair, used for signing. Feature: `rsa_signing`.",null,null],[3,"RSASigningState","","State used for RSA Signing. Feature: `rsa_signing`.",null,null],[3,"RSAParameters","","Parameters for RSA verification.",null,null],[3,"Signature","","A public key signature returned from a signing operation.",null,null],[5,"verify","","Verify the signature `signature` of message `msg` with the public key `public_key` using the algorithm `alg`.",null,{"inputs":[{"name":"verificationalgorithm"},{"name":"input"},{"name":"input"},{"name":"input"}],"output":{"name":"result"}}],[0,"primitive","","Lower-level verification primitives. Usage of `ring::signature::verify()` is preferred when the public key and signature are encoded in standard formats, as it also handles the parsing.",null,null],[5,"verify_rsa","ring::signature::primitive","Lower-level API for the verification of RSA signatures.",null,null],[7,"ECDSA_P256_SHA256_ASN1","ring::signature","Verification of ASN.1 DER-encoded ECDSA signatures using the P-256 curve and SHA-256.",null,null],[7,"ECDSA_P256_SHA256_FIXED","","Verification of fixed-length (PKCS#11 style) ECDSA signatures using the P-256 curve and SHA-256.",null,null],[7,"ECDSA_P256_SHA384_ASN1","","Not recommended. Verification of ASN.1 DER-encoded ECDSA signatures using the P-256 curve and SHA-384.",null,null],[7,"ECDSA_P384_SHA256_ASN1","","Not recommended. Verification of ASN.1 DER-encoded ECDSA signatures using the P-384 curve and SHA-256.",null,null],[7,"ECDSA_P384_SHA384_ASN1","","Verification of ASN.1 DER-encoded ECDSA signatures using the P-384 curve and SHA-384.",null,null],[7,"ECDSA_P384_SHA384_FIXED","","Verification of fixed-length (PKCS#11 style) ECDSA signatures using the P-384 curve and SHA-384.",null,null],[7,"ED25519","","Verification of [Ed25519] signatures.",null,null],[7,"RSA_PKCS1_SHA256","","PKCS#1 1.5 padding using SHA-256 for RSA signatures. Feature: `rsa_signing`.",null,null],[7,"RSA_PKCS1_SHA384","","PKCS#1 1.5 padding using SHA-384 for RSA signatures. Feature: `rsa_signing`.",null,null],[7,"RSA_PKCS1_SHA512","","PKCS#1 1.5 padding using SHA-512 for RSA signatures. Feature: `rsa_signing`.",null,null],[7,"RSA_PSS_SHA256","","RSA PSS padding using SHA-256 for RSA signatures.",null,null],[7,"RSA_PSS_SHA384","","RSA PSS padding using SHA-384 for RSA signatures.",null,null],[7,"RSA_PSS_SHA512","","RSA PSS padding using SHA-512 for RSA signatures.",null,null],[7,"RSA_PKCS1_2048_8192_SHA1","","Verification of signatures using RSA keys of 2048-8192 bits, PKCS#1.5 padding, and SHA-1.",null,null],[7,"RSA_PKCS1_2048_8192_SHA256","","Verification of signatures using RSA keys of 2048-8192 bits, PKCS#1.5 padding, and SHA-256.",null,null],[7,"RSA_PKCS1_2048_8192_SHA384","","Verification of signatures using RSA keys of 2048-8192 bits, PKCS#1.5 padding, and SHA-384.",null,null],[7,"RSA_PKCS1_2048_8192_SHA512","","Verification of signatures using RSA keys of 2048-8192 bits, PKCS#1.5 padding, and SHA-512.",null,null],[7,"RSA_PKCS1_3072_8192_SHA384","","Verification of signatures using RSA keys of 3072-8192 bits, PKCS#1.5 padding, and SHA-384.",null,null],[7,"RSA_PSS_2048_8192_SHA256","","Verification of signatures using RSA keys of 2048-8192 bits, PSS padding, and SHA-256.",null,null],[7,"RSA_PSS_2048_8192_SHA384","","Verification of signatures using RSA keys of 2048-8192 bits, PSS padding, and SHA-384.",null,null],[7,"RSA_PSS_2048_8192_SHA512","","Verification of signatures using RSA keys of 2048-8192 bits, PSS padding, and SHA-512.",null,null],[17,"ED25519_PKCS8_V2_LEN","","The length of a Ed25519 PKCS#8 (v2) private key generated by `Ed25519KeyPair::generate_pkcs8()`. Ed25519 PKCS#8 files generated by other software may have different lengths, and `Ed25519KeyPair::generate_pkcs8()` may generate files of a different length in the future.",null,null],[17,"ED25519_PUBLIC_KEY_LEN","","The length of an Ed25519 public key.",null,null],[8,"RSAEncoding","","An RSA signature encoding as described in [RFC 3447 Section 8].",null,null],[8,"VerificationAlgorithm","","A signature verification algorithm.",null,null],[10,"verify","","Verify the signature `signature` of message `msg` with the public key `public_key`.",16,{"inputs":[{"name":"self"},{"name":"input"},{"name":"input"},{"name":"input"}],"output":{"name":"result"}}],[11,"as_ref","","",17,null],[0,"test","ring","Testing framework.",null,null],[3,"TestCase","ring::test","A test case. A test case consists of a set of named attributes. Every attribute in the test case must be consumed exactly once; this helps catch typos and omissions.",null,null],[5,"ring_src_path","","Returns the path for ring source code root.",null,{"inputs":[],"output":{"name":"pathbuf"}}],[5,"from_file","","Reads test cases out of the file with the path given by `test_data_relative_file_path`, calling `f` on each vector until `f` fails or until all the test vectors have been read. `f` can indicate failure either by returning `Err()` or by panicking.",null,{"inputs":[{"name":"str"},{"name":"f"}],"output":null}],[5,"from_hex","","Decode an string of hex digits into a sequence of bytes. The input must have an even number of digits.",null,{"inputs":[{"name":"str"}],"output":{"name":"result"}}],[0,"rand","","Deterministic implementations of `ring::rand::SecureRandom`.",null,null],[3,"FixedByteRandom","ring::test::rand","An implementation of `SecureRandom` that always fills the output slice with the given byte.",null,null],[12,"byte","","",18,null],[3,"FixedSliceRandom","","An implementation of `SecureRandom` that always fills the output slice with the slice in `bytes`. The length of the slice given to `slice` must match exactly.",null,null],[12,"bytes","","",19,null],[3,"FixedSliceSequenceRandom","","An implementation of `SecureRandom` where each slice in `bytes` is a test vector for one call to `fill()`. Not thread-safe.",null,null],[12,"bytes","","The value.",20,null],[12,"current","","",20,null],[11,"fmt","","",18,{"inputs":[{"name":"self"},{"name":"formatter"}],"output":{"name":"result"}}],[11,"fill","","",18,null],[11,"fmt","","",19,{"inputs":[{"name":"self"},{"name":"formatter"}],"output":{"name":"result"}}],[11,"fill","","",19,null],[11,"fmt","","",20,{"inputs":[{"name":"self"},{"name":"formatter"}],"output":{"name":"result"}}],[11,"fill","","",20,null],[11,"drop","","",20,{"inputs":[{"name":"self"}],"output":null}],[11,"fmt","ring::test","",21,{"inputs":[{"name":"self"},{"name":"formatter"}],"output":{"name":"result"}}],[11,"consume_digest_alg","","Maps the strings \"SHA1\", \"SHA256\", \"SHA384\", and \"SHA512\" to digest algorithms, maps \"SHA224\" to `None`, and panics on other (erroneous) inputs. \"SHA224\" is mapped to None because ring intentionally does not support SHA224, but we need to consume test vectors from NIST that have SHA224 vectors in them.",21,{"inputs":[{"name":"self"},{"name":"str"}],"output":{"name":"option"}}],[11,"consume_bytes","","Returns the value of an attribute that is encoded as a sequence of an even number of hex digits, or as a double-quoted UTF-8 string. 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Reference in a new issue View git blame Copy permalink