/********************************************************************************/
/*										*/
/*	Math functions performed with canonical integers in byte buffers	*/
/*			     Written by Ken Goldman				*/
/*		       IBM Thomas J. Watson Research Center			*/
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/*(Auto-generated)
 *  Created by TpmPrototypes; Version 3.0 July 18, 2017
 *  Date: Mar 28, 2019  Time: 08:25:19PM
 */

#ifndef _MATH_ON_BYTE_BUFFERS_FP_H_
#define _MATH_ON_BYTE_BUFFERS_FP_H_

//*** UnsignedCmpB
// This function compare two unsigned values. The values are byte-aligned,
// big-endian numbers (e.g, a hash).
//  Return Type: int
//      1          if (a > b)
//      0          if (a = b)
//      -1         if (a < b)
LIB_EXPORT int UnsignedCompareB(UINT32      aSize,  // IN: size of a
				const BYTE* a,      // IN: a
				UINT32      bSize,  // IN: size of b
				const BYTE* b       // IN: b
				);

//***SignedCompareB()
// Compare two signed integers:
//  Return Type: int
//      1         if a > b
//      0         if a = b
//      -1        if a < b
int SignedCompareB(const UINT32 aSize,  // IN: size of a
		   const BYTE*  a,      // IN: a buffer
		   const UINT32 bSize,  // IN: size of b
		   const BYTE*  b       // IN: b buffer
		   );

//*** ModExpB
// This function is used to do modular exponentiation in support of RSA.
// The most typical uses are: 'c' = 'm'^'e' mod 'n' (RSA encrypt) and
// 'm' = 'c'^'d' mod 'n' (RSA decrypt).  When doing decryption, the 'e' parameter
// of the function will contain the private exponent 'd' instead of the public
// exponent 'e'.
//
// If the results will not fit in the provided buffer,
// an error is returned (CRYPT_ERROR_UNDERFLOW). If the results is smaller
// than the buffer, the results is de-normalized.
//
// This version is intended for use with RSA and requires that 'm' be
// less than 'n'.
//
//  Return Type: TPM_RC
//      TPM_RC_SIZE         number to exponentiate is larger than the modulus
//      TPM_RC_NO_RESULT    result will not fit into the provided buffer
//
TPM_RC
ModExpB(UINT32 cSize,  // IN: the size of the output buffer. It will
	//     need to be the same size as the modulus
	BYTE* c,       // OUT: the buffer to receive the results
	//     (c->size must be set to the maximum size
	//     for the returned value)
	const UINT32 mSize,
	const BYTE*  m,  // IN: number to exponentiate
	const UINT32 eSize,
	const BYTE*  e,  // IN: power
	const UINT32 nSize,
	const BYTE*  n  // IN: modulus
	);

//*** DivideB()
// Divide an integer ('n') by an integer ('d') producing a quotient ('q') and
// a remainder ('r'). If 'q' or 'r' is not needed, then the pointer to them
// may be set to NULL.
//
//  Return Type: TPM_RC
//      TPM_RC_NO_RESULT         'q' or 'r' is too small to receive the result
//
LIB_EXPORT TPM_RC DivideB(const TPM2B* n,  // IN: numerator
			  const TPM2B* d,  // IN: denominator
			  TPM2B*       q,  // OUT: quotient
			  TPM2B*       r   // OUT: remainder
			  );

//*** AdjustNumberB()
// Remove/add leading zeros from a number in a TPM2B. Will try to make the number
// by adding or removing leading zeros. If the number is larger than the requested
// size, it will make the number as small as possible. Setting 'requestedSize' to
// zero is equivalent to requesting that the number be normalized.
UINT16
AdjustNumberB(TPM2B* num, UINT16 requestedSize);

//*** ShiftLeft()
// This function shifts a byte buffer (a TPM2B) one byte to the left. That is,
// the most significant bit of the most significant byte is lost.
TPM2B* ShiftLeft(TPM2B* value  // IN/OUT: value to shift and shifted value out
		 );

#endif  // _MATH_ON_BYTE_BUFFERS_FP_H_