Results 241 to 250 of about 71,897 (268)
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The Primitivity of the Galois Group of a Trinomial
Journal of the London Mathematical Society, 1996The primitivity of transitive permutation groups is examined in terms of conditions on a system of generators. The authors give a criterion of primitivity for the Galois group of an irreducible trinomial with integer coefficients of the form \(X^n+ ac^n X^s+ bc^n\) using the study of the inertia groups of primes in the splitting field of such ...
Movahhedi, A., Salinier, A.
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Primitivity in Free Groups and Free Metabelian Groups
Canadian Journal of Mathematics, 1992AbstractLet Mn, c denote the free n-generator metabelian nilpotent group of class c. For m ≤ n – 2, every primitive system of m elements of Mn, c can be lifted to a primitive system of m elements of the absolutely free group Fn of rank n. The restriction on m cannot be improved.
Gupta, C. K. +2 more
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On Primitive Solvable Linear Groups
Canadian Journal of Mathematics, 1971Let V be a vector space over the field K. A group G of K-linear transformations of V onto itself is primitive in case no proper nontrivial subspace of V is G-invariant and V cannot be written as a direct sum of proper subspaces permuted among themselves by G.
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The Structure of a Primitive Group
1996In this chapter our focus changes from the combinatorial and ring theoretic representations of permutation groups considered in the last chapter to more direct group theoretic analysis of the groups involved. The point stabilizers of a primitive group form a conjugacy class of maximal subgroups, so classification of primitive groups is closely related ...
John D. Dixon, Brian Mortimer
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Algebra and Logic, 1989
In the paper graphs of finite valency d are considered which admit a vertex primitive group of automorphisms. Theorem 1. Let \(d,r\in {\mathbb{N}}\) and \(f:{\mathbb{N}}\cup \{0\}\to {\mathbb{N}}\cup \{0\}\) such that \(f(n)=o(n)\) as \(n\to \infty.\) There exists a natural number c(d,f,r)\(\geq 1\) such that if G is a primitive group of automorphisms ...
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In the paper graphs of finite valency d are considered which admit a vertex primitive group of automorphisms. Theorem 1. Let \(d,r\in {\mathbb{N}}\) and \(f:{\mathbb{N}}\cup \{0\}\to {\mathbb{N}}\cup \{0\}\) such that \(f(n)=o(n)\) as \(n\to \infty.\) There exists a natural number c(d,f,r)\(\geq 1\) such that if G is a primitive group of automorphisms ...
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On the Primitivity of the Group Ring of a Free Group
Bulletin of the London Mathematical Society, 1976openaire +1 more source
Outcome analysis of patients with transformed teratoma to primitive neuroectodermal tumor
Annals of Oncology, 2010Y Ehrlich +2 more
exaly
Primitive accumulation, accumulation by dispossession, accumulation by ‘extra-economic’ means
Progress in Human Geography, 2006Jim Glassman
exaly
What was primitive accumulation? Reconstructing the origin of a critical concept
European Journal of Political Theory, 2020William Clare Roberts
exaly

