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polynomials: Repository summary

Repository of the polynomials library.


Recent Commits RSS

Rev. Time Author Message
f69c17182fb8 2019-09-04 02:07:30 Harald Klimach tip Removed obsolete abstract interfaces in ply_dof_module.
d3c134059797 2019-08-23 20:31:28 Daniel Fleischer Added a subroutine which allows projection between P-spac...
fc902328e5b1 2019-08-22 18:18:48 Daniel Fleischer Initialize modalCoeffs with zeros for P_space.
2ba05d0741b2 2019-08-19 00:49:33 Harald Klimach Added individual copyright headers to all files.
82cc239ba6eb 2019-04-12 18:21:04 Neda Ebrahimi Pour removed operators
c820e8115976 2019-04-09 22:15:56 Harald Klimach Revert wscript change that ignores fftw from pkg-config
bb77d267c115 2019-04-09 20:36:45 Harald Klimach Put function type declarations inside functions, to avoid...
fb76324efc9c 2019-03-05 19:38:11 Harald Klimach Simplify oversampling if factor is 1.
3876d9b98ab8 2018-12-12 18:09:50 Peter Vitt Changed max deviation of the unit test to have it less st...
50facd2c5d58 2018-12-07 00:09:23 Peter Vitt Workaround for a overly aggressive optimization of the NE...

Recently edited Tags

Name Rev. Time Author
tip f69c17182fb8 2019-09-04 02:07:30 Harald Klimach

Branches

Name Rev. Time Author Message
adaptive_subsampling 53bafe1a4686 2016-11-17 21:17:55 Daniel Fleischer Closed branch adaptive_subs...
default f69c17182fb8 2019-09-04 02:07:30 Harald Klimach Removed obsolete abstract i...
feature/fxt 9629f14e0bae 2015-08-11 04:20:23 Nikhil Anand flow: Closed <feature> 'fxt'.
memoryTranspose dc3d9728fb06 2017-05-24 22:45:36 Peter Vitt Closing the memoryTranspose...

README.md

Polynomials Library

This project is a supporting library for TreElM. It does not work on its own, but rather needs to be included in other projects, which also include TreElM. The library provides some functionality to deal with Legendre polynomials, especially transforming between modal and nodal representations.

License

This library is licensed under the terms of the ISC license reproduced below. This means that polynomials is free software and can be used, reproduced, modified, distributed and redistributed also for commercial purposes. The only requirement is that some credit to the authors is given by putting this copyright notice somewhere in your project.

Note that the FXTPACK distributed with this library in external/fxtp/fxtpack140715 is not covered by this license, see its README for details. For your convenience its conditions are reproduced below.

Please see the individual source files for the respective authors.


All rights reserved.

Permission to use, copy, modify, and distribute this software for any purpose with or without fee is hereby granted, provided that the above copyright notice and this permission notice appear in all copies.

THE SOFTWARE IS PROVIDED "AS IS" AND THE AUTHORS DISCLAIM ALL WARRANTIES WITH REGARD TO THIS SOFTWARE INCLUDING ALL IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS. IN NO EVENT SHALL THE AUTHORS BE LIABLE FOR ANY SPECIAL, DIRECT, INDIRECT, OR CONSEQUENTIAL DAMAGES OR ANY DAMAGES WHATSOEVER RESULTING FROM LOSS OF USE, DATA OR PROFITS, WHETHER IN AN ACTION OF CONTRACT, NEGLIGENCE OR OTHER TORTIOUS ACTION, ARISING OUT OF OR IN CONNECTION WITH THE USE OR PERFORMANCE OF THIS SOFTWARE.

The views and conclusions contained in the software and documentation are those of the authors and should not be interpreted as representing official policies, either expressed or implied, of University of Siegen.

(end of Polynomials license)

h2. Usage Conditions of FXTPACK from its README

Anyone can use FXTPACK in any software, and anyone can modify the source files.

When you publish your software that uses FXTPACK or its modification, please mention that FXTPACK developed by Reiji Suda is used, in the documentation.

When you publish your paper of your research that uses FXTPACK, please refer the paper [R. Suda, M. Takami, "A Fast Spherical Harmonics Transform Algorithm", Math. Comp., 71-238, Apr. 2002, pp.703--715] (and [R. SUda, "Fast Spherical Harmonic Transform Algorithm based on· Generalized Fast Multiple Method", RIMS Kokyuroku vol 1606, pp. 18-29, Jun. 2008, RIMS, Kyoto University]).

h3. FXTPACK Author:

Reiji SUDA Department of Computer Science, Graduate School of Information Science and Technology, The University of Tokyo reiji@is.s.u-tokyo.ac.jp

This work is supported by "An Evolutionary Approach to Construction of a Software Development Environment for Massively-Parallel Computing Systems", CREST, JST.

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