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- Short: libalgo link library with source (PPC)
- Type: misc/math
- Uploader: info@ar-kleinert.de
- Author: Arnand Turpel, Patrick Dostert, Andreas R. Kleinert (port)
-
- *************************************************************************
-
- Algomath- c Library Release 1.0.5 03.2000
- ------------------- ------------- -------
-
- Algomath is a portable Arithmetic C Library.
- All routines have been thoroughly optimised for speed and efficiency,
- while at the same time portable C. [...]
-
- Download the latest release at:
- http://www2.vo.lu/homepages/armand/index.html
-
- You are free to do anything you desire with this code,
- as long as you give credit where credit is due...
-
- For criticism, fixes, suggestions, enhancements, send email to:
-
- Armand Turpel: armandt@unforgettable.com
-
- Patrick Dostert: patrick.dostert@cie.etat.lu
- who helped in optimizing this library
-
- [...]
-
- int am_init()
- void am_exit()
-
- int am_numlength(int n)
- int am_sumdigits(int n)
- int am_sumdigitsalt(int n)
- int am_extract(int n, int x)
- int am_replace(int n, int d1, int d2)
- int am_swap(int n, int d1, int d2)
- int am_rotate(int n, int x, int p)
- int am_sort( int n)
-
- int am_sumdivisor(int n)
- int am_gcd(int a, int b)
- int am_hailstone(int n)
-
- int am_isprime(int n)
- int am_prime_ba(int t, int x)
- int *am_primes_array(int n, int x)
- int *am_primes_between(int n1, int n2, int *p)
- int *am_factorize(int n, int *factors)
- int am_goldbach(int n,int *d1, int *d2)
-
- [...]
-
- Luxembourg, 11.1999,
- Armand Turpel
-
- *************************************************************************
-
- The Amiga version only comes with makefile for PPC (and a precompiled libalgo.a)
- plus a test program. However, it should be really simple to do a 68k version.
-
- The test program demonstrates
-
- "--'strong' Goldbach's Conjecture
- The Conjecture is, "Every even integer >= 4 is the sum of
- two primes.--"
-
- by performing am_goldbach on 16 by default. Alternatively one can
- say
-
- test [number]
-
- which will work for even numbers and give an error for odd numbers...
-
- --
- ARK, 30/May/2000
-