frobby 0.9.0-2build1 source package in Ubuntu

Changelog

frobby (0.9.0-2build1) artful; urgency=medium

  * No-change rebuild for GCC 7 abi mangling change.

 -- Matthias Klose <email address hidden>  Mon, 07 Aug 2017 15:13:58 +0000

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Uploaded by:
Matthias Klose on 2017-08-07
Uploaded to:
Artful
Original maintainer:
Debian Science Team
Architectures:
any all
Section:
misc
Urgency:
Medium Urgency

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File Size SHA-256 Checksum
frobby_0.9.0.orig.tar.gz 832.5 KiB af092383e6dc849c86f4e79747ae0e5cd309a690747230e10aa38d60640062df
frobby_0.9.0-2build1.debian.tar.xz 5.8 KiB 2aa54ba4f431041417ab4dc0abe975b5dc668f3180c036e0a2d707f87a3bbc9e
frobby_0.9.0-2build1.dsc 2.3 KiB 0733b751295282f579e0164bff0c04e75d63c7d48b63c7c8ecdbaf080b78d392

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Binary packages built by this source

frobby: Computations with monomial ideals

 Frobby is a software system and project for computations with monomial ideals.
 Frobby is free software and it is intended as a vehicle for computational and
 mathematical research on monomial ideals.
 .
 The current functionality includes Euler characteristic, Hilbert series,
 maximal standard monomials, combinatorial optimization on monomial ideals,
 primary decomposition, irreducible decomposition, Alexander dual, associated
 primes, minimization and intersection of monomial ideals as well as the
 computation of Frobenius problems (using 4ti2) with very large numbers. Frobby
 is also able to translate between formats that can be used with several
 different computer systems, such as Macaulay 2, Monos, 4ti2, CoCoA4 and
 Singular. Thus Frobby can be used with any of those systems.

libfrobby-dbg: No summary available for libfrobby-dbg in ubuntu artful.

No description available for libfrobby-dbg in ubuntu artful.

libfrobby-dev: Computations with monomial ideals (development tools)

 Frobby is a software system and project for computations with monomial ideals.
 Frobby is free software and it is intended as a vehicle for computational and
 mathematical research on monomial ideals.
 .
 The current functionality includes Euler characteristic, Hilbert series,
 maximal standard monomials, combinatorial optimization on monomial ideals,
 primary decomposition, irreducible decomposition, Alexander dual, associated
 primes, minimization and intersection of monomial ideals as well as the
 computation of Frobenius problems (using 4ti2) with very large numbers. Frobby
 is also able to translate between formats that can be used with several
 different computer systems, such as Macaulay 2, Monos, 4ti2, CoCoA4 and
 Singular. Thus Frobby can be used with any of those systems.
 .
 This package contains the development tools.

libfrobby-doc: Computations with monomial ideals (library documentation)

 Frobby is a software system and project for computations with monomial ideals.
 Frobby is free software and it is intended as a vehicle for computational and
 mathematical research on monomial ideals.
 .
 The current functionality includes Euler characteristic, Hilbert series,
 maximal standard monomials, combinatorial optimization on monomial ideals,
 primary decomposition, irreducible decomposition, Alexander dual, associated
 primes, minimization and intersection of monomial ideals as well as the
 computation of Frobenius problems (using 4ti2) with very large numbers. Frobby
 is also able to translate between formats that can be used with several
 different computer systems, such as Macaulay 2, Monos, 4ti2, CoCoA4 and
 Singular. Thus Frobby can be used with any of those systems.
 .
 This package contains the library documentation.

libfrobby0: Computations with monomial ideals (shared library)

 Frobby is a software system and project for computations with monomial ideals.
 Frobby is free software and it is intended as a vehicle for computational and
 mathematical research on monomial ideals.
 .
 The current functionality includes Euler characteristic, Hilbert series,
 maximal standard monomials, combinatorial optimization on monomial ideals,
 primary decomposition, irreducible decomposition, Alexander dual, associated
 primes, minimization and intersection of monomial ideals as well as the
 computation of Frobenius problems (using 4ti2) with very large numbers. Frobby
 is also able to translate between formats that can be used with several
 different computer systems, such as Macaulay 2, Monos, 4ti2, CoCoA4 and
 Singular. Thus Frobby can be used with any of those systems.
 .
 This package contains the shared library.