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Name: ccluster | Distribution: Fedora Project |
Version: 1.1.7 | Vendor: Fedora Project |
Release: 4.fc40 | Build date: Wed Mar 13 19:36:07 2024 |
Group: Unspecified | Build host: buildvm-a64-07.iad2.fedoraproject.org |
Size: 631885 | Source RPM: ccluster-1.1.7-4.fc40.src.rpm |
Packager: Fedora Project | |
Url: https://github.com/rimbach/Ccluster | |
Summary: Cluster the roots of a univariate polynomial |
Ccluster is a C library implementing an algorithm for local clustering of the complex roots of a univariate polynomial whose coefficients are complex numbers. The inputs of the clustering algorithm are a polynomial P, a square complex box B and a rational number eps. It outputs a set of eps-natural clusters of roots together with the sum of multiplicities of the roots in each cluster. An eps-cluster is a complex disc D of radius at most eps containing at least one root, and it is natural when 3D contains the same roots as D. Each root of P in B is in exactly one cluster of the output, and clusters may contain roots of P in 2B. The implemented algorithm is described here: https://dl.acm.org/citation.cfm?id=2930939. Please cite https://link.springer.com/chapter/10.1007/978-3-319-96418-8_28 if you use it in your research.
LGPL-2.1-or-later
* Wed Mar 13 2024 Jerry James <[email protected]> - 1.1.7-4 - Rebuild for flint 3.1.0 - Add patch for flint 3.x support * Tue Jan 23 2024 Fedora Release Engineering <[email protected]> - 1.1.7-3 - Rebuilt for https://fedoraproject.org/wiki/Fedora_40_Mass_Rebuild * Fri Jan 19 2024 Fedora Release Engineering <[email protected]> - 1.1.7-2 - Rebuilt for https://fedoraproject.org/wiki/Fedora_40_Mass_Rebuild * Thu Dec 28 2023 Jerry James <[email protected]> - 1.1.7-1 - Initial RPM
/usr/lib/.build-id /usr/lib/.build-id/37 /usr/lib/.build-id/37/4767aae4824eb5f4b7e0c4feb5e17af872fcc0 /usr/lib64/libccluster.so.1 /usr/lib64/libccluster.so.1.1.7 /usr/share/doc/ccluster /usr/share/doc/ccluster/README /usr/share/doc/ccluster/README.md /usr/share/licenses/ccluster /usr/share/licenses/ccluster/LICENSE
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Fabrice Bellet, Tue Dec 3 02:14:16 2024