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Copyright (c) 2002 Sun Microsystems, Inc. All Rights Reserved.
The contents of this file are subject to the terms of the Common Development and Distribution License (the "License"). You may not use this file except in compliance with the License.
You can obtain a copy of the license at usr/src/OPENSOLARIS.LICENSE or http://www.opensolaris.org/os/licensing. See the License for the specific language governing permissions and limitations under the License.
When distributing Covered Code, include this CDDL HEADER in each file and include the License file at usr/src/OPENSOLARIS.LICENSE. If applicable, add the following below this CDDL HEADER, with the fields enclosed by brackets "[]" replaced with your own identifying information: Portions Copyright [yyyy] [name of copyright owner]
mp, mp_madd, mp_msub, mp_mult, mp_mdiv, mp_mcmp, mp_min, mp_mout, mp_pow, mp_gcd, mp_rpow, mp_msqrt, mp_sdiv, mp_itom, mp_xtom, mp_mtox, mp_mfree - multiple precision integer arithmetic

cc [ flag... ] file... -lmp [ library... ]
#include <mp.h>

void mp_madd(MINT *a, MINT *b, MINT *c);

void mp_msub(MINT *a, MINT *b, MINT *c);

void mp_mult(MINT *a, MINT *b, MINT *c);

void mp_mdiv(MINT *a, MINT *b, MINT *q, MINT *r);

int mp_mcmp(MINT *a, MINT *b);

int mp_min(MINT *a);

void mp_mout(MINT *a);

void mp_pow(MINT *a, MINT *b, MINT *c, MINT *d);

void mp_gcd(MINT *a, MINT *b, MINT *c);

void mp_rpow(MINT *a, short n, MINT *b);

int mp_msqrt(MINT *a, MINT *b, MINT *r);

void mp_sdiv(MINT *a, short n, MINT *q, short *r);

MINT * mp_itom(short n);

MINT * mp_xtom(char *a);

char * mp_mtox(MINT *a);

void mp_mfree(MINT *a);

These functions perform arithmetic on integers of arbitrary length. The integers are stored using the defined type MINT. Pointers to a MINT should be initialized using the function mp_itom(n), which sets the initial value to n. Alternatively, mp_xtom(a) may be used to initialize a MINT from a string of hexadecimal digits. mp_mfree(a) may be used to release the storage allocated by the mp_itom(a) and mp_xtom(a) routines.

The mp_madd(a,b,c), mp_msub(a,b,c) and mp_mult(a,b,c) functions assign to their third arguments the sum, difference, and product, respectively, of their first two arguments. The mp_mdiv(a,b,q,r) function assigns the quotient and remainder, respectively, to its third and fourth arguments. The mp_sdiv(a,n,q,r) function is similar to mp_mdiv(a,b,q,r) except that the divisor is an ordinary integer. The mp_msqrt(a,b,r) function produces the square root and remainder of its first argument. The mp_mcmp(a,b) function compares the values of its arguments and returns 0 if the two values are equal, a value greater than 0 if the first argument is greater than the second, and a value less than 0 if the second argument is greater than the first. The mp_rpow(a,n,b) function raises a to the nth power and assigns this value to b. The mp_pow(a,b ,c,d) function raises a to the bth power, reduces the result modulo c and assigns this value to d. The mp_min(a) and mp_mout(a) functions perform decimal input and output. The mp_gcd(a,b,c) function finds the greatest common divisor of the first two arguments, returning it in the third argument. The mp_mtox( a) function provides the inverse of mp_xtom(a). To release the storage allocated by mp_mtox(a) use free() (see malloc(3C)).

Use the -lmp loader option to obtain access to these functions.

/usr/lib/libmp.so

See attributes(5) for descriptions of the following attributes:

ATTRIBUTE TYPE ATTRIBUTE VALUE

MT-Level Unsafe

exp(3M), malloc(3C), libmp(3LIB), attributes(5)

Illegal operations and running out of memory produce messages and core images.

The function pow() exists in both libmp and libm with widely differing semantics. This is the reason libmp.so.2 exists. libmp.so.1 exists solely for reasons of backward compatibility, and should not be used otherwise. Use the mp_*(\|) functions instead. See libmp(3LIB).