Parents (Total: 3)

The searched file hash is included in 3 parent files which include package known and seen by metalookup. A sample is included below:

Key	Value
FileSize	14289256
MD5	20FAC9C9600D94E7B7C0F97C3A46F802
PackageDescription	mathematical software for low-dimensional topology Regina is a software package for 3-manifold and 4-manifold topologists, with a focus on triangulations, knots and links, normal surfaces, and angle structures. . For 3-manifolds, it includes high-level tasks such as 3-sphere recognition, connected sum decomposition and Hakenness testing, comes with a rich database of census manifolds, and incorporates the SnapPea kernel for working with hyperbolic manifolds. For 4-manifolds, it offers a range of combinatorial and algebraic tools, plus support for normal hypersurfaces. For knots and links, Regina can perform combinatorial manipulation, compute knot polynomials, and work with several import/export formats. . Regina comes with a full graphical user interface, as well as Python bindings and a low-level C++ programming interface. . This package includes the graphical user interface and the command-line Python interface. The users' handbook and the API documentation are in the separate package regina-normal-doc.
PackageMaintainer	Ubuntu Developers <ubuntu-devel-discuss@lists.ubuntu.com>
PackageName	regina-normal
PackageSection	math
PackageVersion	6.0.1-1
SHA-1	F946DC6B4BC2F240A116D1C1391998AD6B5A9AA8
SHA-256	B37D38CC7D05D64FB967150B5C1CBF48F63B84531AC0AEE1EA0E02CB42B00972

Key	Value
FileSize	13755348
MD5	509762B6D73EF367A63A6916E2E416A5
PackageDescription	mathematical software for low-dimensional topology Regina is a software package for 3-manifold and 4-manifold topologists, with a focus on triangulations, knots and links, normal surfaces, and angle structures. . For 3-manifolds, it includes high-level tasks such as 3-sphere recognition, connected sum decomposition and Hakenness testing, comes with a rich database of census manifolds, and incorporates the SnapPea kernel for working with hyperbolic manifolds. For 4-manifolds, it offers a range of combinatorial and algebraic tools, plus support for normal hypersurfaces. For knots and links, Regina can perform combinatorial manipulation, compute knot polynomials, and work with several import/export formats. . Regina comes with a full graphical user interface, as well as Python bindings and a low-level C++ programming interface. . This package includes the graphical user interface and the command-line Python interface. The users' handbook and the API documentation are in the separate package regina-normal-doc.
PackageMaintainer	Ubuntu Developers <ubuntu-devel-discuss@lists.ubuntu.com>
PackageName	regina-normal
PackageSection	math
PackageVersion	6.0.1-4
SHA-1	BC856015EEEBC60C48F2DA7DC902A1B8065A45AF
SHA-256	3CD48B429F7D80AFE0AC98D88B306428A68764B708B5D007F52A9106379DB3D3

Key	Value
FileSize	13006456
MD5	35AD88AF0E12539F6FC8E67D7168C099
PackageDescription	mathematical software for low-dimensional topology Regina is a software package for 3-manifold and 4-manifold topologists, with a focus on triangulations, normal surfaces and angle structures. . For 3-manifolds, it includes high-level tasks such as 3-sphere recognition, connected sum decomposition and Hakenness testing, comes with a rich database of census manifolds, and incorporates the SnapPea kernel for working with hyperbolic manifolds. For 4-manifolds, it offers a range of combinatorial and algebraic tools, plus support for normal hypersurfaces. . Regina comes with a full graphical user interface, as well as Python bindings and a low-level C++ programming interface. . This package includes the graphical user interface and the command-line Python interface. The users' handbook and the API documentation are in the separate package regina-normal-doc.
PackageMaintainer	Ubuntu Developers <ubuntu-devel-discuss@lists.ubuntu.com>
PackageName	regina-normal
PackageSection	math
PackageVersion	6.0~alpha1-0ubuntu3
SHA-1	A3866B03DE95A0CB2CF6CF48F2CFCBFFF11954B4
SHA-256	2694D4CC63C5C0C690913AEC389422DDCE5DF9AE595BEB8E2DDB1CC95BA056F0