Thank you! Among these transitive groups $G$, how many (per degree) gives an inclusion $(G_1 \subset G)$ with a distributive lattice of intermediate subgroups?(that's my initial goal)
Sébastien. Le Mercredi 20 août 2014 3h48, Gordon Royle <gordon.ro...@uwa.edu.au> a écrit : On 18 Aug 2014, at 2:18 am, Palcoux Sebastien <sebastienpalc...@yahoo.fr> wrote: Hi, > >The current GAP Data Library "Transitive Permutation Groups" contains the >transitive permutation groups of degree up to 30 > >Question: The next generation of this Data Library will be with degree up to >what? available when? > There are 2801324 transitive groups of degree 32 162 transitive groups of degree 33 115 transitive groups of degree 34 407 transtiive groups of degree 35 121279 transitive groups of degree 36 11 transitive groups of degree 37 89 transitive groups of degree 38 333 transitive groups of degree 39 and lots and lots of degree 40 Gordon Professor Gordon Royle School of Mathematics and Statistics University of Western Australia gordon.ro...@uwa.edu.au _______________________________________________ Forum mailing list Forum@mail.gap-system.org http://mail.gap-system.org/mailman/listinfo/forum
