SHA-1.6.4.4: Implementations of the SHA suite of message digest functions
Safe HaskellSafe-Inferred
LanguageHaskell98

Data.Digest.Pure.SHA

Description

Pure implementations of the SHA suite of hash functions. The implementation is basically an unoptimized translation of FIPS 180-2 into Haskell. If you're looking for performance, you probably won't find it here.

Synopsis

Digest and related functions

data Digest t #

An abstract datatype for digests.

Instances

Instances details
Show (Digest t) # 
Instance details

Defined in Data.Digest.Pure.SHA

Methods

showsPrec :: Int -> Digest t -> ShowS

show :: Digest t -> String

showList :: [Digest t] -> ShowS

Binary (Digest SHA1State) # 
Instance details

Defined in Data.Digest.Pure.SHA

Methods

put :: Digest SHA1State -> Put

get :: Get (Digest SHA1State)

putList :: [Digest SHA1State] -> Put

Binary (Digest SHA256State) # 
Instance details

Defined in Data.Digest.Pure.SHA

Methods

put :: Digest SHA256State -> Put

get :: Get (Digest SHA256State)

putList :: [Digest SHA256State] -> Put

Binary (Digest SHA512State) # 
Instance details

Defined in Data.Digest.Pure.SHA

Methods

put :: Digest SHA512State -> Put

get :: Get (Digest SHA512State)

putList :: [Digest SHA512State] -> Put

Eq (Digest t) # 
Instance details

Defined in Data.Digest.Pure.SHA

Methods

(==) :: Digest t -> Digest t -> Bool

(/=) :: Digest t -> Digest t -> Bool

Ord (Digest t) # 
Instance details

Defined in Data.Digest.Pure.SHA

Methods

compare :: Digest t -> Digest t -> Ordering

(<) :: Digest t -> Digest t -> Bool

(<=) :: Digest t -> Digest t -> Bool

(>) :: Digest t -> Digest t -> Bool

(>=) :: Digest t -> Digest t -> Bool

max :: Digest t -> Digest t -> Digest t

min :: Digest t -> Digest t -> Digest t

data SHA1State #

Instances

Instances details
Binary SHA1State # 
Instance details

Defined in Data.Digest.Pure.SHA

Methods

put :: SHA1State -> Put

get :: Get SHA1State

putList :: [SHA1State] -> Put

Binary (Digest SHA1State) # 
Instance details

Defined in Data.Digest.Pure.SHA

Methods

put :: Digest SHA1State -> Put

get :: Get (Digest SHA1State)

putList :: [Digest SHA1State] -> Put

data SHA256State #

Instances

Instances details
Binary SHA256State # 
Instance details

Defined in Data.Digest.Pure.SHA

Methods

put :: SHA256State -> Put

get :: Get SHA256State

putList :: [SHA256State] -> Put

Binary (Digest SHA256State) # 
Instance details

Defined in Data.Digest.Pure.SHA

Methods

put :: Digest SHA256State -> Put

get :: Get (Digest SHA256State)

putList :: [Digest SHA256State] -> Put

data SHA512State #

Instances

Instances details
Binary SHA512State # 
Instance details

Defined in Data.Digest.Pure.SHA

Methods

put :: SHA512State -> Put

get :: Get SHA512State

putList :: [SHA512State] -> Put

Binary (Digest SHA512State) # 
Instance details

Defined in Data.Digest.Pure.SHA

Methods

put :: Digest SHA512State -> Put

get :: Get (Digest SHA512State)

putList :: [Digest SHA512State] -> Put

showDigest :: Digest t -> String #

Convert a digest to a string. The digest is rendered as fixed with hexadecimal number.

integerDigest :: Digest t -> Integer #

Convert a digest to an Integer.

bytestringDigest :: Digest t -> ByteString #

Convert a digest to a ByteString.

Calculating hashes

sha1 :: ByteString -> Digest SHA1State #

Compute the SHA-1 hash of the given ByteString. The output is guaranteed to be exactly 160 bits, or 20 bytes, long. This is a good default for programs that need a good, but not necessarily hyper-secure, hash function.

sha224 :: ByteString -> Digest SHA256State #

Compute the SHA-224 hash of the given ByteString. Note that SHA-224 and SHA-384 differ only slightly from SHA-256 and SHA-512, and use truncated versions of the resulting hashes. So using 224/384 may not, in fact, save you very much ...

sha256 :: ByteString -> Digest SHA256State #

Compute the SHA-256 hash of the given ByteString. The output is guaranteed to be exactly 256 bits, or 32 bytes, long. If your security requirements are pretty serious, this is a good choice. For truly significant security concerns, however, you might try one of the bigger options.

sha384 :: ByteString -> Digest SHA512State #

Compute the SHA-384 hash of the given ByteString. Yup, you guessed it, the output will be exactly 384 bits, or 48 bytes, long.

sha512 :: ByteString -> Digest SHA512State #

For those for whom only the biggest hashes will do, this computes the SHA-512 hash of the given ByteString. The output will be 64 bytes, or 512 bits, long.

sha1Incremental :: Decoder SHA1State #

Similar to sha1 but use an incremental interface. When the decoder has been completely fed, completeSha1Incremental must be used so it can finish successfully.

sha224Incremental :: Decoder SHA256State #

Similar to sha224 but use an incremental interface. When the decoder has been completely fed, completeSha224Incremental must be used so it can finish successfully.

sha256Incremental :: Decoder SHA256State #

Similar to sha256 but use an incremental interface. When the decoder has been completely fed, completeSha256Incremental must be used so it can finish successfully.

sha384Incremental :: Decoder SHA512State #

Similar to sha384 but use an incremental interface. When the decoder has been completely fed, completeSha384Incremental must be used so it can finish successfully.

sha512Incremental :: Decoder SHA512State #

Similar to sha512 but use an incremental interface. When the decoder has been completely fed, completeSha512Incremental must be used so it can finish successfully.

Calculating message authentication codes (MACs)

hmacSha1 #

Arguments

:: ByteString

secret key

-> ByteString

message

-> Digest SHA1State

SHA-1 MAC

Compute an HMAC using SHA-1.

hmacSha224 #

Arguments

:: ByteString

secret key

-> ByteString

message

-> Digest SHA256State

SHA-224 MAC

Compute an HMAC using SHA-224.

hmacSha256 #

Arguments

:: ByteString

secret key

-> ByteString

message

-> Digest SHA256State

SHA-256 MAC

Compute an HMAC using SHA-256.

hmacSha384 #

Arguments

:: ByteString

secret key

-> ByteString

message

-> Digest SHA512State

SHA-384 MAC

Compute an HMAC using SHA-384.

hmacSha512 #

Arguments

:: ByteString

secret key

-> ByteString

message

-> Digest SHA512State

SHA-512 MAC

Compute an HMAC using SHA-512.

Internal routines included for testing

toBigEndianSBS :: (Integral a, Bits a) => Int -> a -> ByteString #

fromBigEndianSBS :: (Integral a, Bits a) => ByteString -> a #

calc_k :: Word64 -> Word64 -> Word64 -> Word64 #

padSHA1 :: ByteString -> ByteString #

padSHA512 :: ByteString -> ByteString #

padSHA1Chunks :: Int -> [ByteString] #

padSHA512Chunks :: Int -> [ByteString] #