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Original Articles

An Implementation of the Neumann–Praeger Algorithm for the Recognition of Special Linear Groups

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Pages 237-242 | Published online: 03 Apr 2012

REFERENCES

  • Aschbacher , M. 1984 . “On the maximal subgroups of the finite classical groups” . Invent. Math. , 76 : 469 – 514 . [Aschbachcr 1984]
  • Babai , L. “Local expansion of vertex-transitive graphs and random generation in groups” . Proc. 23rd ACM Symp. Theory of Computing . New Orleans . pp. 164 – 174 . [Babai 1991]
  • Neumann , P. M. and Pracger , C. E. 1992 . “A recognition algorithm for special linear groups” . Proc. London Math. Soc. , 65 : 555 – 603 . [Neumann and Praeger 1992]
  • Schönert , M. 1992 . GAP: Groups, Algorithms, and Programming Germany : RWTH Aachen. . [Schönert et al. 1992], Lehrstuhl D für Mathematik, Available, together with the GAP system, by anonymous ftp from the /pub directory on servers samson.math.rwth-aachen.de or dimacs.rutgers.edu
  • Taylor , D. 1987 . “Pairs of generators for matrix groups” . The Cayley Bulletin (Univ. of Sydney) , 3 : 76 – 85 . [Taylor 1987]

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