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HIME: Huge Integer Math and Encryption 2.05

HIME stands for Huge Integer Math and Encryption library.

Last Week downloads: 0
Total downloads: 177
  • Last Updated: Mar 11, 2010
  • License: Freeware Free
  • OS: Windows Vista/XP
  • Requirements: No special requirements

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For HIME: Huge Integer Math and Encryption 2.05Publisher's description

Edit By BS Editor: HIME stands for Huge Integer Math and Encryption library.
It is a cryptography toolkit for Windows programmers that allows to implement public key encryption, secret key encryption, data security and digital signatures using one of the many one-way secure hash functions in your programs.

Public (asymmetric) key encryption and digital signatures with RSA ; standard version or the CRT (Chinese Remainder Theorem) version. Optional RSA padding according to PKCS#1 v1.5 .

Secret (symmetric) key encryption with AES (Rijndael) in 3 different block cipher modes or Arcfour (RC4 compatible) (**).

Hash functions: SHA-512, SHA-256, SHA-1, MD5, CRC32 (**).

Keyed-Hash message authentication code (HMAC) according to FIPS 198.

HIME also contains functions for huge prime number generation, factoring and cryptographically secure random number generation (a.o. Blum-Blum-Shub and RSA). True random number data can be retrieved from an internet server.

The Diffie-Hellman key exchange Algorithm to securely exchange session keys.

HIME has compression and decompression functions with multiple compression algorithms to choose from.

HIME is thread-safe (re-entrant) for use in multi-threaded applications or concurrent environments.

HIME has functions for easily handling data, arranged as records with fields.

HIME has functions for converting data Between various formats: huge integer, Base64, decimal, hex, ascii binary.

HIME has functions for securely erasing disk files and free disk space.

HIMEs huge integer number mathematical, bit manipulation and boolean functions can serve as Building Blocks for implementing other public key encryption schemes or performing math calculations with arbitrary precision.

HIMEs huge integer math functions are ideal for number theory applications.
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