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443 These two functions will encrypt or decrypt (respectively) a single block of text\footnote{The size of which depends on
445 the same buffer. For the encrypt function \textit{pt}\footnote{pt stands for plaintext.} is the input and
446 \textit{ct}\footnote{ct stands for ciphertext.} is the output. For the decryption function it's the opposite. They both
447 return \textbf{CRYPT\_OK} on success. To test a particular cipher against test vectors\footnote{As published in their design papers.}
877 length as the block size\footnote{In other words the size of a block of plaintext for the cipher, e.g. 8 for DES, 16 for AES, etc.}
1159 LibTomCrypt provides support for a mode called EAX\footnote{See
1163 authentication\footnote{Note that since EAX only requires OMAC and CTR you may use \textit{encrypt only} cipher descriptors with this mode.}.
1331 LibTomCrypt provides support for a mode called OCB\footnote{See
1764 Essentially all hash messages are virtually infinitely\footnote{Most hashes are limited to $2^{64}$ bits or 2,305,843,009,213,693,952 bytes.} long message which
2200 OMAC\footnote{\url{http://crypt.cis.ibaraki.ac.jp/omac/omac.html}}, which stands for \textit{One-Key CBC MAC} is an
2214 of the cipher\footnote{The cipher must have a 64 or 128 bit block size. Such as CAST5, Blowfish, DES, AES, Twofish, etc.} you
2337 The PMAC\footnote{J.Black, P.Rogaway, \textit{A Block--Cipher Mode of Operation for Parallelizable Message Authentication}}
2870 usage. It is faster than the default implementation of Yarrow\footnote{Yarrow has been implemented
2973 on most *NIX platforms provides cryptographic random bits\footnote{This device is available in Windows through the Cygwin compiler suite. It emulates \textit{/dev/random} via the Microsoft CSP.}.
3277 RSA key which includes the CRT parameters\footnote{As of v0.99 the PK\_PRIVATE\_OPTIMIZED type has been deprecated, and has been replaced by the
4645 type\footnote{Except it cannot have LTC\_ASN1\_INTEGER and LTC\_ASN1\_SHORT\_INTEGER simultaneously.} except for other CHOICE types.
4890 When making random primes the trial division step is in fact an optimized implementation of \textit{Implementation of Fast RSA Key Generation on Smart Cards}\footnote{Chenghuai Lu, Andre L. M. dos Santos and Francisco R. Pimentel}.
5222 These macros are handy for working with platforms which do not have a standard C library. For instance, the OLPC\footnote{See http://dev.laptop.org/git?p=bios-crypto;a=summary}