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On layers in the system of generators of the subdirect product of subgroups of a finite group
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I. A. Kruglov
Published/Copyright:
April 2, 2009
Abstract
We give a description of layers in the system of generators of the subdirect product of subgroups of a finite group and prove a formula for the corresponding length of the covering in terms of the subgroups of the finite group. On the base of these results we give a description of the behaviour of distributions of random variables in some particular cases of the linear autoregression scheme with random control on a finite group.
Received: 2008-12-15
Published Online: 2009-04-02
Published in Print: 2009-March
© de Gruyter 2009
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Articles in the same Issue
- Analysis of behaviour of automata
- On reliability of circuits over the bases {~, &, ⊕}, {~, &, 0}, {⊕, &, 1}, {⊕, ∨, 1} in the case of faults of type 0 at the outputs of elements
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- On distribution of some classes of monotone k-valued functions on the lattice of closed classes
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- On the edge colouring of bipartite graphs
- On the automorphisms of the strongly regular graph with parameters (85, 14, 3, 2)
