P. Hall
King's
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Publication
Featured researches published by P. Hall.
Mathematical Proceedings of the Cambridge Philosophical Society | 1956
Graham Higman; P. Hall
1. The object of this note is to prove the restricted Burnside conjecture for exponent 5, that is, to prove, for n = 5, the proposition: R n : For each positive integer k there is an integer r n, k such that every finite group of exponent n that can be generated by k elements has order at most r n, k .
Proceedings of The London Mathematical Society | 1956
P. Hall; Graham Higman
Proceedings of The London Mathematical Society | 1954
P. Hall
Proceedings of The London Mathematical Society | 1959
P. Hall
Crelle's Journal | 1940
P. Hall
Proceedings of The London Mathematical Society | 1956
P. Hall
Journal of The London Mathematical Society-second Series | 1937
P. Hall
Journal of The London Mathematical Society-second Series | 1928
P. Hall
Proceedings of The London Mathematical Society | 1961
P. Hall
Mathematical Proceedings of the Cambridge Philosophical Society | 1956
Graham Higman; P. Hall