Source: frobby Maintainer: Debian Math Team Uploaders: Doug Torrance Section: math Priority: optional Build-Depends: debhelper-compat (= 13) Build-Depends-Arch: g++ (>= 4:7), libgmp-dev, texlive-latex-base Build-Depends-Indep: doxygen Standards-Version: 4.6.0 Vcs-Browser: https://salsa.debian.org/math-team/frobby Vcs-Git: https://salsa.debian.org/math-team/frobby.git Homepage: https://github.com/Macaulay2/frobby Rules-Requires-Root: no Package: frobby Architecture: any Multi-Arch: foreign Depends: ${misc:Depends}, ${shlibs:Depends} Suggests: 4ti2 Description: 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 mmlarge 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. Package: libfrobby0 Architecture: any Multi-Arch: same Section: libs Depends: ${misc:Depends}, ${shlibs:Depends} Pre-Depends: ${misc:Pre-Depends} Description: Computations with monomial ideals (shared library) Frobby is a software system and project for computations with monomial ideals. Frobby is free software and it is intended as a vehicle for computational and mathematical research on monomial ideals. . The current functionality includes Euler characteristic, Hilbert series, maximal standard monomials, combinatorial optimization on monomial ideals, primary decomposition, irreducible decomposition, Alexander dual, associated primes, minimization and intersection of monomial ideals as well as the computation of Frobenius problems (using 4ti2) with very large numbers. Frobby is also able to translate between formats that can be used with several different computer systems, such as Macaulay 2, Monos, 4ti2, CoCoA4 and Singular. Thus Frobby can be used with any of those systems. . This package contains the shared library. Package: libfrobby-dev Architecture: any Multi-Arch: same Section: libdevel Depends: libfrobby0 (=${binary:Version}), libgmp-dev, ${misc:Depends} Recommends: libfrobby-doc (=${binary:Version}) Description: 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. Package: libfrobby-doc Architecture: all Multi-Arch: foreign Section: doc Depends: ${misc:Depends} Description: 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.