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util/misc/pi_css5.lha

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Showing:m68k-amigaosgeneric
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Short:Pi Calculation Program
Author:renaud.schweingruber at gmail.com (Renaud Schweingruber)
Uploader:renaud schweingruber gmail com (Renaud Schweingruber)
Type:util/misc
Version:1.1.2
Architecture:m68k-amigaos >= 3.1.0
Distribution:Aminet
Date:2017-01-14
Download:http://aminet.net/util/misc/pi_css5.lha - View contents
Readme:http://aminet.net/util/misc/pi_css5.readme
Downloads:638

These are binaries of pi_css5 based on original sources from Takuya OOURA (ver.
LG1.1.2-MP1.5.2a Nov. 1999)

This can be useful to benchmark Amiga.

Reference:
    1. E.Salamin, 
       Computation of PI Using Arithmetic-Geometric Mean, 
       Mathematics of Computation, Vol.30 1976.
    2. R.P.Brent, 
       Fast Multiple-Precision Evaluation of Elementary Functions, 
       J. ACM 23 1976.
    3. D.Takahasi, Y.Kanada, 
       Calculation of PI to 51.5 Billion Decimal Digits on 
       Distributed Memoriy Parallel Processors, 
       Transactions of Information Processing Society of Japan, 
       Vol.39 No.7 1998.
    4. T.Ooura, 
       Improvement of the PI Calculation Algorithm and 
       Implementation of Fast Multiple-Precision Computation, 
       Information Processing Society of Japan SIG Notes, 
       98-HPC-74, 1998.


Copyright
    source files:
        Copyright(C) 1999 Takuya OOURA
        Email: ooura at mmm.t.u-tokyo.ac.jp
        URL:   http://momonga.t.u-tokyo.ac.jp/~ooura/fft.html
        You may use, copy, modify this code for any purpose and 
        without fee. You may distribute this ORIGINAL package.


Contents of util/misc/pi_css5.lha
PERMISSION  UID  GID    PACKED    SIZE  RATIO METHOD CRC     STAMP     NAME
---------- ----------- ------- ------- ------ ---------- ------------ ----------
[generic]                45313  137284  33.0% -lh5- df7e Jan 14  1980 pi_css5
[generic]                  741    1419  52.2% -lh5- f1b7 Jan 14  1980 pi_css5.readme
---------- ----------- ------- ------- ------ ---------- ------------ ----------
 Total         2 files   46054  138703  33.2%            Jan 14 21:39

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