Modeling Rooted in‐Trees by Finite p‐Groups

Author:

Mayer Daniel C.

Publisher

InTech

Reference23 articles.

1. Gamble G, Nickel W, O'Brien EA. ANU p‐Quotient — p‐Quotient and p‐Group Generation Algorithms. 2006. An accepted GAP package, available also in MAGMA

2. Mayer DC. Periodic bifurcations in descendant trees of finite p‐groups. Advances in Pure Mathematics. 2015;5(4):162–195. DOI: 10.4236/apm.2015.54020. Special Issue on Group Theory, March 2015

3. Besche HU, Eick B, O'Brien EA. The SmallGroups Library—a Library of Groups of Small Order. 2005. An accepted and refereed GAP package, available also in MAGMA

4. du Sautoy M. Counting p‐groups and nilpotent groups. Publications Mathématiques de l’Institut des Hautes Études Scientifiques. 2000;92:63–112

5. Eick B, Leedham‐Green C. On the classification of prime‐power groups by coclass. Bulletin of the London Mathematical Society. 2008;40(2):274–288

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