Secondary Sylow

swMATH ID: 29536
Software Authors: Jakob von Raumer
Description: Archive of formal proofs: Secondary Sylow Theorems. These theories extend the existing proof of the first Sylow theorem (written by Florian Kammueller and L. C. Paulson) by what are often called the second, third and fourth Sylow theorems. These theorems state propositions about the number of Sylow p-subgroups of a group and the fact that they are conjugate to each other. The proofs make use of an implementation of group actions and their properties.
Homepage: https://www.isa-afp.org/entries/Secondary_Sylow.html
Dependencies: Isabelle
Related Software: Archive Formal Proofs; Automath; Locales; Isabelle; Jordan Hölder; Isabelle/HOL; Jacobson_Basic_Algebra; Coq; IMPS; PVS; LARCH
Cited in: 2 Publications

Citations by Year