Source code of Windows XP (NT5)
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71 lines
1.5 KiB

/* rsa_fast.h
*
* Headers for performance critical RSA routines.
*/
/*
*
* #defines used by RSA routines
*/
#define DIGIT_BYTES 4
#define DIGIT_BITS 32
#define DIGIT_HIBIT 0x80000000
#define DIGIT_ALLONES 0xffffffff
#define ULTRA unsigned __int64
#define U_RADIX (ULTRA)0x100000000
#ifndef BIGENDIAN
#define LODWORD(x) (DWORD)(x & DIGIT_ALLONES)
#else
#define LODWORD(x) (DWORD)(x)
#endif
// warning!!!!!
// the following macro defines a highspeed 32 bit right shift by modeling an ULTRA
// as a low dword followed by a high dword. We just pick up the high dword instead
// of shifting.
#ifndef BIGENDIAN
#define HIDWORD(x) (DWORD)(*(((DWORD *)&x)+1))
#else
#define HIDWORD(x) (DWORD)(*(((DWORD *)&x)))
#endif
// Sub(A, B, C, N)
// A = B - C
// All operands are N DWORDS long.
DWORD Sub(LPDWORD A, LPDWORD B, LPDWORD C, DWORD N);
// Add(A, B, C, N)
// A = B + C
// All operands are N DWORDS long.
DWORD Add(LPDWORD A, LPDWORD B, LPDWORD C, DWORD N);
// BaseMult(A, B, C, N)
// A = B * C
// returns A[N]
// All operands are N DWORDS long.
DWORD BaseMult(LPDWORD A, DWORD B, LPDWORD C, DWORD N);
// Accumulate(A, B, C, N)
// A = A + B * C
// returns A[N]
// All operands are N DWORDS long.
DWORD Accumulate(LPDWORD A, DWORD B, LPDWORD C, DWORD N);
// Reduce(A, B, C, N)
// A = A - C * B
// returns -A[N]
// All operands are N DWORDS long.
DWORD Reduce(LPDWORD A, DWORD B, LPDWORD C, DWORD N);
// square the digits in B, and add them to A
void AccumulateSquares(LPDWORD A, LPDWORD B, DWORD blen);