mpfr.loria.fr

The GNU MPFR Library

Information to use the anonymous access to the Subversion repository. To start with the. Involved projects and developers. Releases and past events. Documents describing algorithms used in. And various links about. How to contribute to. Thanks to Tomonori Kouya. Mailing-list for users and developers. Note: to post to the list, you. Use the web interface, just send a mail to mpfr at inria.fr (and please, for a new thread, do. Reply to an existing message; changing the subject is. Nancy, France) and. In th...

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The GNU MPFR Library | mpfr.loria.fr Reviews

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Information to use the anonymous access to the Subversion repository. To start with the. Involved projects and developers. Releases and past events. Documents describing algorithms used in. And various links about. How to contribute to. Thanks to Tomonori Kouya. Mailing-list for users and developers. Note: to post to the list, you. Use the web interface, just send a mail to mpfr at inria.fr (and please, for a new thread, do. Reply to an existing message; changing the subject is. Nancy, France) and. In th...

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The GNU MPFR Library | mpfr.loria.fr Reviews

https://mpfr.loria.fr

Information to use the anonymous access to the Subversion repository. To start with the. Involved projects and developers. Releases and past events. Documents describing algorithms used in. And various links about. How to contribute to. Thanks to Tomonori Kouya. Mailing-list for users and developers. Note: to post to the list, you. Use the web interface, just send a mail to mpfr at inria.fr (and please, for a new thread, do. Reply to an existing message; changing the subject is. Nancy, France) and. In th...

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mpfr.loria.fr

1

Starting With the GNU MPFR Library

http://mpfr.loria.fr/sample.html

The following program computes a lower bound on 1 1/1! Declares three floating-point variables. Mpfr init2 (t, 200);. With 200-bit precision; then. Mpfr set d (t, 1.0, MPFR RNDD);. Sets the value of. To the double-precision number 1.0 rounded towards minus infinity (here no rounding is done since 1 can be represented exactly on 200 bits); the statement. Mpfr mul ui (t, t, i, MPFR RNDU);. In place by the unsigned integer. Where the result is rounded towards plus infinity;. Mpfr div (u, u, t, MPFR RNDD);.

2

GNU MPFR version 3.1.4

http://mpfr.loria.fr/mpfr-current

Version 3.1.4 (released on 6 March 2016). Timings of 3.1.2. Release, patch level 4. 410 or higher (. 423 or higher is recommended). Due to the fact that Thread Local Storage (. Support is now detected automatically, the. Build can be incorrect on some platforms. Compiler or system bug). Indeed, the. Implementation of some compilers/platforms is buggy. Cannot detect every problem at configure time. Please run. To see if your build is affected. If you get failures, you should try the. Tar/xz, 1.1. The foll...

3

GNU MPFR in the World

http://mpfr.loria.fr/pub.html

If you have published a scientific publication citing MPFR, and you want it to be mentioned here, please tell us. Richard Brent and Paul Zimmermann, 2006-2010. Handbook of Floating-Point Arithmetic. Jean-Michel Muller, Nicolas Brisebarre, Florent de Dinechin, Claude-Pierre Jeannerod, Vincent Lefèvre, Guillaume Melquiond, Nathalie Revol, Damien Stehlé and Serge Torres, 2009. Algorithmes parallèles efficaces pour le calcul formel : algèbre linéaire creuse et extensions algébriques. Implementation of binary...

4

History of MPFR and Past Events

http://mpfr.loria.fr/history.html

23 and 24 May 2016. In Toulouse, France. Version 3.1.4. Version 3.1.3. 20 to 22 January 2014. In Nancy, France. Version 3.1.2. Version 3.1.1. 25 to 27 June 2012. In Bordeaux, France. Version 3.1.0. Hackers Meeting in Paris. Version 3.0.1. 13 and 14 January 2011. In Paris, France. Version 3.0.0. Version 2.4.2. 25 and 26 June 2009. Trunk switches to the. Lesser General Public License version 3 or later. Version 2.4.1. Keith Briggs found a new worst approximable pair. Version 2.4.0. Version 2.3.2.

5

How To Contribute to GNU MPFR?

http://mpfr.loria.fr/contrib.html

How To Contribute to. There are several ways to contribute to. Contribute a new mathematical function (see below. Find, report and fix bugs;. Improve the code coverage and/or contribute new test cases;. Improve the documentation;. Measure and improve the efficiency of the code. How To Contribute a New Mathematical Function to. Assume you want to write the code, say. For a new mathematical function (say. Project, more precisely to agree with the license used by. Which contains numerous examples of such al...

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MPFR in .NET - Home

Project Hosting for Open Source Software. MPFR in .NET. By clicking Delete, all history, comments and attachments for this page will be deleted and cannot be restored. Change History (all pages). This project allows for MPFR functions to be accessed in .NET. It uses a c++ wrapper to allow the functions to be accessed by C# code. It was made mainly so that I could use MPFR in my Mandelbrot Set Viewer, though it might have some use outside of that (and so I am posting it here).

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mpfr.loria.fr

The GNU MPFR Library

Information to use the anonymous access to the Subversion repository. To start with the. Involved projects and developers. Releases and past events. Documents describing algorithms used in. And various links about. How to contribute to. Thanks to Tomonori Kouya. Mailing-list for users and developers. Note: to post to the list, you. Use the web interface, just send a mail to mpfr at inria.fr (and please, for a new thread, do. Reply to an existing message; changing the subject is. Nancy, France) and. In th...

mpfr.org

The GNU MPFR Library

Information to use the anonymous access to the Subversion repository. To start with the. Involved projects and developers. Releases and past events. Documents describing algorithms used in. And various links about. How to contribute to. Thanks to Tomonori Kouya. Mailing-list for users and developers. Note: to post to the list, you. Use the web interface, just send a mail to mpfr at inria.fr (and please, for a new thread, do. Reply to an existing message; changing the subject is. Nancy, France) and. In th...

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