7/30/2023 0 Comments PackagesCheck out some of our suggestions in the "Top Vacation Packages", "All Inclusive Deals" or "Last Minute Deals" sections. From all-inclusive vacations to kid friendly destinations, romantic and leisure travel, to name a few.Ĭhoosing the right vacation package has never been easier or more affordable. We offer cheap vacations & packages to the most sought- after destinations around the globe. CheapOair works closely with top travel brands to ensure that you get good vacation deals possible. Uslu.CheapOair makes it easy to find and book travel packages at low prices. Wedderburn Decomposition of Group AlgebrasĤ.31 () by F. Library of normalized unit groups of modular group algebrasĤ.10.2 () by G. Toric varieties and some combinatorial geometry computations Feichtenschlager, The GAP Team.Ĭomputing with parametrised presentations for p-groups of fixed coclass System of nearrings and their applicationsġ.3.2 () by D. Symbolic Computation Software Composability Protocol in GAPĭatabase of groups of prime-power order for some prime-powersġ.5.3 () by W. de Graaf, The GAP Team.Ī package for searching relative difference setsĬonstructing representations of finite groups Polycyclic presentations for matrix groupsġ.8.3 () by W. ![]() Esteban-Romero.Ī package to deal with permutability in finite groups Nilpotent Quotients of Finitely Presented Groupsġ.3.1 () by M. Woike, The GAP Team.Ĭomputing obstruction for the existence of compact Clifford-Klein form Volklein.Ī Package For Mapping Class Orbit ComputationĬomputing automorphisms and checking isomorphisms for modular group algebras of finite p-groupsġ.4.2 () by A. Nilpotent Quotients of L-Presented Groupsġ.4.6 () by A. de Graaf, The GAP Team.Ĭomputing with finitely presented Lie ringsĬomputing with quasigroups and loops in GAP ![]() Knuth-Bendix on Monoids and Automatic Groupsģ.9.5 () by V. Tjhai.Ī GAP package for computing with error-correcting codesĪ library of irreducible soluble linear groups over finite fields and of finite primivite soluble groupsġ.5.1 () by V. GRaph Algorithms using PErmutation groupsĬalculations with finite groupoids and their homomorphismsĢ.6.3 () by H. Knopper, The GAP Team.Ĭomputing Gröbner bases of noncommutative polynomials Wright, The GAP Team.Ĭomputing with formations of finite solvable groups.ġ.2.9 () by J. Nickel.Ĭonstructing the Groups of a Given Cubefree OrderĪn algorithm for enumerating all difference sets in a groupġ.5.4 () by J. de Graaf.Ī GAP Package to Calculate Group Cohomology and Massey ProductsĬomputing with Radicals, Injectors, Schunck classes and ProjectorsĤ.1.25 () by B. Interface to CARAT, a crystallographic groups packageĬohomology groups of finite groups on finite modulesġ.2.4 () by A. Morais.Ĭomputing the Automorphism Group of a p-Group Eick, The GAP Team.Īlgebraic number theory and an interface to PARI/GPģ.2.6 () by G. The packages are sorted alphabetically, except for some data libraryįollow the links to find brief descriptions of each package, as well asįurther information including download and installation instructions.ĥ.6.1 () by G. Process was setup, or they have been successfully refereed. Redistributed by the GAP Group since before the refereeing Here is the current list of accepted packages. If you are interested to find GAP packages hosted on GitHub or This page lists current versions of GAP packages Submitted for refereeing or the authors may not want to submit them This category are called deposited packages, these may be All other packages distributed here and not in Share packages was used) when it was successfully refereed orĪlready distributed with GAP before the refereeing To acknowledge such work there is aįor more information on this. Some packages represent a piece of work equivalent to a sizeable ![]() Your own package and the reference manual GAP including a smooth integration of the documentation There is a designated and documented mechanism for loading packages into Package authors remain responsible for their maintenance. ![]() For convenience of our users, the GAP Group redistributes a set of userĬontributed packages with GAP.
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