AbstractLet Qn(C) denote the space of the n-square skew-symmetric complex matrices and let χ be an irreducible nonlinear complex character of the symmetric group Sn, with χ≠[n-1,1],[2,1n-2]. We describe the linear operators of Qn(C) that preserve the immanant dχ
AbstractLet H be a subgroup of the symmetric group of degree m and let χ be an irreducible character...
AbstractLet χ be a character on the symmetric group Sn, and let A = (aij) be an n-by-n matrix. The f...
AbstractLet n be an even integer such that n ⩾ 4. Let T be an invertible linear map on the space of ...
AbstractLet F be an arbitrary subfield of the complex numbers, and let Hn(F) be the space of the n ×...
AbstractLet n > 3, and χ be an irreducible nonlinear character of Sn. We describe the set pχ consist...
AbstractWe characterize the linear transformations on matrices that preserve the immanants, i.e., dχ...
AbstractWe generalize a result in [G. Dolinar, P. Semrl, Determinant preserving maps on matrix algeb...
Letr Σn(C) denote the space of all n χ n symmetric matrices over the complex field C. The main objec...
AbstractLet Mn be the vector space of the n × n matrices over the field F. Let H be a subgroup of th...
AbstractSuppose F is an arbitrary field. Let |F| be the number of the elements of F. Let Mn(F) be th...
AbstractImmanants are homogeneous polynomials of degree n in n2 variables associated to the irreduci...
AbstractLet χ be a character of the symmetric group Ln. The immanant of an n × n matrix A = [aij] wi...
AbstractLet V be an n-dimensional inner product space over C, and let H be a subgroup of the symmetr...
AbstractLet U denote either the vector space of n×n matrices or the vector space of n×n symmetric ma...
AbstractLet H be a subgroup of the symmetric group Sn and χ an irreducible character of H. In this p...
AbstractLet H be a subgroup of the symmetric group of degree m and let χ be an irreducible character...
AbstractLet χ be a character on the symmetric group Sn, and let A = (aij) be an n-by-n matrix. The f...
AbstractLet n be an even integer such that n ⩾ 4. Let T be an invertible linear map on the space of ...
AbstractLet F be an arbitrary subfield of the complex numbers, and let Hn(F) be the space of the n ×...
AbstractLet n > 3, and χ be an irreducible nonlinear character of Sn. We describe the set pχ consist...
AbstractWe characterize the linear transformations on matrices that preserve the immanants, i.e., dχ...
AbstractWe generalize a result in [G. Dolinar, P. Semrl, Determinant preserving maps on matrix algeb...
Letr Σn(C) denote the space of all n χ n symmetric matrices over the complex field C. The main objec...
AbstractLet Mn be the vector space of the n × n matrices over the field F. Let H be a subgroup of th...
AbstractSuppose F is an arbitrary field. Let |F| be the number of the elements of F. Let Mn(F) be th...
AbstractImmanants are homogeneous polynomials of degree n in n2 variables associated to the irreduci...
AbstractLet χ be a character of the symmetric group Ln. The immanant of an n × n matrix A = [aij] wi...
AbstractLet V be an n-dimensional inner product space over C, and let H be a subgroup of the symmetr...
AbstractLet U denote either the vector space of n×n matrices or the vector space of n×n symmetric ma...
AbstractLet H be a subgroup of the symmetric group Sn and χ an irreducible character of H. In this p...
AbstractLet H be a subgroup of the symmetric group of degree m and let χ be an irreducible character...
AbstractLet χ be a character on the symmetric group Sn, and let A = (aij) be an n-by-n matrix. The f...
AbstractLet n be an even integer such that n ⩾ 4. Let T be an invertible linear map on the space of ...
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