AbstractIn analogy with the cycle decomposition of a permutation, we study the enumerative properties of the decomposition of an invertible linear transformation into a direct sum of cyclic linear transformations. Our main tool is a vector space analog of the Pólya cycle index
AbstractIn this paper we are concerned with a problem in the Pólya theory of enumeration. Our main r...
We determine the cycle structure of linear feedback shift register with arbitrary monic characterist...
AbstractRelationships between the orthogonal direct sum decomposition of a vector space over a finit...
AbstractIn analogy with the cycle decomposition of a permutation, we study the enumerative propertie...
AbstractWe study the cycle structure of those permutations of the finite field Fqn of the form L(x) ...
AbstractThe Pólya cycle indices for the natural actions of the general linear groups and affine grou...
The Pólya cycle indices for the natural actions of the general linear groups and affine groups (on ...
AbstractAny permutation of a finite field Fq can be represented by a polynomial Pn(x)=(⋯+((a0x+a1)q−...
AbstractThis paper introduces a generalization of Polya's cycle index of a permutation representatio...
ISBN 978-84-608-6082-2We introduce a new type of linear and cyclic codes. These codes are defined ov...
Abstract. In this paper we study permutations of finite fields Fq that decompose as products of cycl...
AbstractWe relate the number of cycles in a product of transpositions with a full cycle with the nul...
In this paper we are concerned with a problem in the Pólya theory of enumeration. Our main result is...
AbstractWe investigate in this paper the cycle structures induced on cyclic permutations by disjoint...
AbstractWe study the dynamics of the evolution of Ducci sequences and the Martin–Odlyzko–Wolfram cel...
AbstractIn this paper we are concerned with a problem in the Pólya theory of enumeration. Our main r...
We determine the cycle structure of linear feedback shift register with arbitrary monic characterist...
AbstractRelationships between the orthogonal direct sum decomposition of a vector space over a finit...
AbstractIn analogy with the cycle decomposition of a permutation, we study the enumerative propertie...
AbstractWe study the cycle structure of those permutations of the finite field Fqn of the form L(x) ...
AbstractThe Pólya cycle indices for the natural actions of the general linear groups and affine grou...
The Pólya cycle indices for the natural actions of the general linear groups and affine groups (on ...
AbstractAny permutation of a finite field Fq can be represented by a polynomial Pn(x)=(⋯+((a0x+a1)q−...
AbstractThis paper introduces a generalization of Polya's cycle index of a permutation representatio...
ISBN 978-84-608-6082-2We introduce a new type of linear and cyclic codes. These codes are defined ov...
Abstract. In this paper we study permutations of finite fields Fq that decompose as products of cycl...
AbstractWe relate the number of cycles in a product of transpositions with a full cycle with the nul...
In this paper we are concerned with a problem in the Pólya theory of enumeration. Our main result is...
AbstractWe investigate in this paper the cycle structures induced on cyclic permutations by disjoint...
AbstractWe study the dynamics of the evolution of Ducci sequences and the Martin–Odlyzko–Wolfram cel...
AbstractIn this paper we are concerned with a problem in the Pólya theory of enumeration. Our main r...
We determine the cycle structure of linear feedback shift register with arbitrary monic characterist...
AbstractRelationships between the orthogonal direct sum decomposition of a vector space over a finit...
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