Hime: huge integer math and encryption 2.00 free download

HIME: Huge Integer Math and Encryption 2.00

Library with encryption and math functions

HIME stands for Huge Integer Math and Encryption library. It is a collection of functions for Windows programmers that allows to implement RSA public key encryption (In 'classic' mode and in CRT Chinese Remainder Theorem mode), AES (Rijndael, 3 block cipher modes) and ArcFour (RC4) secret key encryption and digital signatures using the SHA-1, SHA-256, SHA-512 or MD5 Secure Hash Algorithm in your programs. It also has functions for data compression, decompression and to securely erase files (file shredding). HIME also contains functions for huge prime number generation, cryptographically secure random number generation (a.o. Blum-Blum-Shub and RSA), Diffie-Hellman key exchange algorithm and huge integer number mathematical operations. With HIME you can also retrieve TRUE random data from an internet server. HIMEs mathematical functions can serve as building blocks for implementing other public key encryption schemes. HIME is ideal for number theory applications. A huge integer number in HIME can be hundreds of thousands of digits long; 2^31 (2147483648) bits long to be exact. That's over 268 MILLION digits! HIME is a dll, so every programming language that can access a dll can use HIME: C, C++, C#, Dot NET, Visual Basic, Delphi, PowerBASIC, PureBASIC, Euphoria, Java,... Even scripting languages like Macromedia Director (with GLU32) can use HIME. HIME comes with demo and test programs (including their source code) to show HIMEs performance and as an example of how to use HIME. Demo programs in Visual Basic 5/6, Delphi and PureBasic are also included. HIME was written in PowerBASIC and inline assembler. HIME is available as a precompiled dll with included source code as an option. Follow the link and free download HIME: Huge Integer Math and Encryption now.

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Related Tags by developer of HIME: Huge Integer Math and Encryption

encryption dll library public key encryption secret key encryption aes rijndael rsa digital signature sha 512