HardenedBSD/lib/libmd/sha512.3
Allan Jude f26f4cf170 Add missing errors section to md[2-5], ripemd160, sha*, and skein* manpages
PR:		148987
Submitted by:	Dan Lukes <dan@obluda.cz> (original version)
MFC after:	1 week
Sponsored by:	Klara Systems
Event:	Waterloo Hackathon 2019
2019-05-21 22:11:53 +00:00

233 lines
5.9 KiB
Groff

.\"
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.\" "THE BEER-WARE LICENSE" (Revision 42):
.\" <phk@FreeBSD.org> wrote this file. As long as you retain this notice you
.\" can do whatever you want with this stuff. If we meet some day, and you think
.\" this stuff is worth it, you can buy me a beer in return. Poul-Henning Kamp
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.\" From: Id: mdX.3,v 1.14 1999/02/11 20:31:49 wollman Exp
.\" $FreeBSD$
.\"
.Dd May 21, 2019
.Dt SHA512 3
.Os
.Sh NAME
.Nm SHA512_Init ,
.Nm SHA512_Update ,
.Nm SHA512_Final ,
.Nm SHA512_End ,
.Nm SHA512_File ,
.Nm SHA512_FileChunk ,
.Nm SHA512_Data ,
.Nm SHA384_Init ,
.Nm SHA384_Update ,
.Nm SHA384_Final ,
.Nm SHA384_End ,
.Nm SHA384_File ,
.Nm SHA384_FileChunk ,
.Nm SHA384_Data ,
.Nm SHA512_256_Init ,
.Nm SHA512_256_Update ,
.Nm SHA512_256_Final ,
.Nm SHA512_256_End ,
.Nm SHA512_256_File ,
.Nm SHA512_256_FileChunk ,
.Nm SHA512_256_Data
.Nd calculate the FIPS 180-4 ``SHA-512'' family of message digests
.Sh LIBRARY
.Lb libmd
.Sh SYNOPSIS
.In sys/types.h
.In sha512.h
.Ft void
.Fn SHA512_Init "SHA512_CTX *context"
.Ft void
.Fn SHA512_Update "SHA512_CTX *context" "const unsigned char *data" "size_t len"
.Ft void
.Fn SHA512_Final "unsigned char digest[64]" "SHA512_CTX *context"
.Ft "char *"
.Fn SHA512_End "SHA512_CTX *context" "char *buf"
.Ft "char *"
.Fn SHA512_File "const char *filename" "char *buf"
.Ft "char *"
.Fn SHA512_FileChunk "const char *filename" "char *buf" "off_t offset" "off_t length"
.Ft "char *"
.Fn SHA512_Data "const unsigned char *data" "unsigned int len" "char *buf"
.In sha384.h
.Ft void
.Fn SHA384_Init "SHA384_CTX *context"
.Ft void
.Fn SHA384_Update "SHA384_CTX *context" "const unsigned char *data" "size_t len"
.Ft void
.Fn SHA384_Final "unsigned char digest[48]" "SHA384_CTX *context"
.Ft "char *"
.Fn SHA384_End "SHA384_CTX *context" "char *buf"
.Ft "char *"
.Fn SHA384_File "const char *filename" "char *buf"
.Ft "char *"
.Fn SHA384_FileChunk "const char *filename" "char *buf" "off_t offset" "off_t length"
.Ft "char *"
.Fn SHA384_Data "const unsigned char *data" "unsigned int len" "char *buf"
.In sha512t.h
.Ft void
.Fn SHA512_256_Init "SHA512_CTX *context"
.Ft void
.Fn SHA512_256_Update "SHA512_CTX *context" "const unsigned char *data" "size_t len"
.Ft void
.Fn SHA512_256_Final "unsigned char digest[32]" "SHA512_CTX *context"
.Ft "char *"
.Fn SHA512_256_End "SHA512_CTX *context" "char *buf"
.Ft "char *"
.Fn SHA512_256_File "const char *filename" "char *buf"
.Ft "char *"
.Fn SHA512_256_FileChunk "const char *filename" "char *buf" "off_t offset" "off_t length"
.Ft "char *"
.Fn SHA512_256_Data "const unsigned char *data" "unsigned int len" "char *buf"
.Sh DESCRIPTION
The
.Li SHA512_
functions calculate a 512-bit cryptographic checksum (digest)
for any number of input bytes.
A cryptographic checksum is a one-way
hash function; that is, it is computationally impractical to find
the input corresponding to a particular output.
This net result is
a
.Dq fingerprint
of the input-data, which does not disclose the actual input.
.Pp
The
.Fn SHA512_Init ,
.Fn SHA512_Update ,
and
.Fn SHA512_Final
functions are the core functions.
Allocate an
.Vt SHA512_CTX ,
initialize it with
.Fn SHA512_Init ,
run over the data with
.Fn SHA512_Update ,
and finally extract the result using
.Fn SHA512_Final ,
which will also erase the
.Vt SHA512_CTX .
.Pp
.Fn SHA512_End
is a wrapper for
.Fn SHA512_Final
which converts the return value to a 129-character
(including the terminating '\e0')
.Tn ASCII
string which represents the 512 bits in hexadecimal.
.Pp
.Fn SHA512_File
calculates the digest of a file, and uses
.Fn SHA512_End
to return the result.
If the file cannot be opened, a null pointer is returned.
.Fn SHA512_FileChunk
is similar to
.Fn SHA512_File ,
but it only calculates the digest over a byte-range of the file specified,
starting at
.Fa offset
and spanning
.Fa length
bytes.
If the
.Fa length
parameter is specified as 0, or more than the length of the remaining part
of the file,
.Fn SHA512_FileChunk
calculates the digest from
.Fa offset
to the end of file.
.Fn SHA512_Data
calculates the digest of a chunk of data in memory, and uses
.Fn SHA512_End
to return the result.
.Pp
When using
.Fn SHA512_End ,
.Fn SHA512_File ,
or
.Fn SHA512_Data ,
the
.Fa buf
argument can be a null pointer, in which case the returned string
is allocated with
.Xr malloc 3
and subsequently must be explicitly deallocated using
.Xr free 3
after use.
If the
.Fa buf
argument is non-null it must point to at least 129 characters of buffer space.
.Pp
The
.Li SHA384_
and
.Li SHA512_256_
functions are identical to the
.Li SHA512_
functions except they use a different initial hash value and the output is
truncated to 384 bits and 256 bits respectively.
.Pp
.Fn SHA384_End
is a wrapper for
.Fn SHA384_Final
which converts the return value to a 97-character
(including the terminating '\e0')
.Tn ASCII
string which represents the 384 bits in hexadecimal.
.Pp
.Fn SHA512_256_End
is a wrapper for
.Fn SHA512_Final
which converts the return value to a 65-character
(including the terminating '\e0')
.Tn ASCII
string which represents the 256 bits in hexadecimal.
.Sh ERRORS
The
.Fn SHA512_End
function called with a null buf argument may fail and return NULL if:
.Bl -tag -width Er
.It Bq Er ENOMEM
Insufficient storage space is available.
.El
.Pp
The
.Fn SHA512_File
and
.Fn SHA512_FileChunk
may return NULL when underlying
.Xr open 2 ,
.Xr fstat 2 ,
.Xr lseek 2 ,
or
.Xr SHA512_End 2
fail.
.Sh SEE ALSO
.Xr md4 3 ,
.Xr md5 3 ,
.Xr ripemd 3 ,
.Xr sha 3 ,
.Xr sha256 3 ,
.Xr sha512 3 ,
.Xr skein 3
.Sh HISTORY
These functions appeared in
.Fx 9.0 .
.Sh AUTHORS
The core hash routines were implemented by Colin Percival based on
the published
.Tn FIPS 180-2
standard.
.Sh BUGS
No method is known to exist which finds two files having the same hash value,
nor to find a file with a specific hash value.
There is on the other hand no guarantee that such a method does not exist.