AbstractThis is the third of three parts. A description of the contents may be found in the introduction given in the first part. The first part was published in this journal, volume 2, pp. 85–151 (1965). The second part was published in this journal, volume 2, pp. 218–270 (1965)
AbstractLet G(∘) and G(*) be two groups of the finite order n, and let d be the size of the set {(a,...
AbstractLet P be a Sylow p-subgroup and b(G) the largest irreducible character degree of a finite gr...
Wall's D(2) problem asks if a cohomologically 2-dimensional geometric 3-complex is necessarily homot...
AbstractThis is the second of three parts. A description of the contents may be found in the introdu...
AbstractThis is the third of three parts. A description of the contents may be found in the introduc...
An erratum has been added to resolve an issue raised by Professor Derek Holt. This appears after the...
Let $G$ be a finite group. In this paper, we study the structure of finite groups having $|G|-r$ cyc...
In this note alternate proofs of some basic results of finite group theory are presented
AbstractA finite group G is said to have chain difference one if the lengths of any two unrefinable ...
AbstractLet F be a finite group with a Sylow 2-subgroup S that is normal and abelian. Using hyperele...
AbstractIn this paper we prove that if G is a group which is the union of the conjugates of a finite...
AbstractLet .3 be the simple group discovered by J. H. Conway (5). Let C0 be the centralizer of an i...
Let A be a finite group, and let p be a prime. Suppose that ps is the highest power of p dividing |A...
AbstractThe groups (l, m ¦ n, k) defined by the presentations 〈a, b : al = bm = (ab)n = (ab−1)k = 1〉...
In Theorem 3 we improve a lemma of Thompson omitting one of its conditions. In that lemma the struct...
AbstractLet G(∘) and G(*) be two groups of the finite order n, and let d be the size of the set {(a,...
AbstractLet P be a Sylow p-subgroup and b(G) the largest irreducible character degree of a finite gr...
Wall's D(2) problem asks if a cohomologically 2-dimensional geometric 3-complex is necessarily homot...
AbstractThis is the second of three parts. A description of the contents may be found in the introdu...
AbstractThis is the third of three parts. A description of the contents may be found in the introduc...
An erratum has been added to resolve an issue raised by Professor Derek Holt. This appears after the...
Let $G$ be a finite group. In this paper, we study the structure of finite groups having $|G|-r$ cyc...
In this note alternate proofs of some basic results of finite group theory are presented
AbstractA finite group G is said to have chain difference one if the lengths of any two unrefinable ...
AbstractLet F be a finite group with a Sylow 2-subgroup S that is normal and abelian. Using hyperele...
AbstractIn this paper we prove that if G is a group which is the union of the conjugates of a finite...
AbstractLet .3 be the simple group discovered by J. H. Conway (5). Let C0 be the centralizer of an i...
Let A be a finite group, and let p be a prime. Suppose that ps is the highest power of p dividing |A...
AbstractThe groups (l, m ¦ n, k) defined by the presentations 〈a, b : al = bm = (ab)n = (ab−1)k = 1〉...
In Theorem 3 we improve a lemma of Thompson omitting one of its conditions. In that lemma the struct...
AbstractLet G(∘) and G(*) be two groups of the finite order n, and let d be the size of the set {(a,...
AbstractLet P be a Sylow p-subgroup and b(G) the largest irreducible character degree of a finite gr...
Wall's D(2) problem asks if a cohomologically 2-dimensional geometric 3-complex is necessarily homot...
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