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大整数的加法
- 多数程序设计语言处理整数的能力是有限的,如C语言中,int类型数据范围是-32767----32767。实际问题的处理过程中往往涉及大整数的运算,如RSA加密算法要求至少64bit的整数,本程序是设计算法实现大整数的加减运算。-majority programming language processing is integral to the limited capacity, such as C language, int data type is the scope -32767 ----
LINT
- 这个是大数的加法运算的程序,以数组为大数的承载来构成大数-this is the addition of large numbers of Operational procedures for the array of large numbers of carrying large numbers to form
mul_fft_96bit
- 基于Fermat数变换的大数相乘运算的Verilog实现,可应用于RSA加法芯片中。-Fermat number transform based on multiplying large numbers operations Verilog implementation, can be applied to RSA chip.
RSA.ZIP
- 产生大素数,进行任何位的RSA加密解密,进行大整数的进制转换,进行大整数的加法和乘法运算。-Generate large prime numbers, any bit RSA encryption and decryption, binary large integer conversion, large integer addition and multiplication.