AbstractIn this paper, we define Demjanenko matrix in function field and express the relative ideal class numbers h−(OKPn) as the determinant of this matrix. We also define another matrix which give us a recursion formula for the relative divisor class numbers h−(KPn)
AbstractIn this paper, some relationships between the Stirling matrix, the Vandermonde matrix, the B...
AbstractWe study two criterions of cyclicity for divisor class groups of function fields, the first ...
AbstractThe well-known law of quadratic reciprocity has over 150 proofs in print. We establish a rel...
AbstractA formula which connects the determinant of the Demjanenko matrix with the relative class nu...
AbstractA family of integer matrices, which generalize the Demjanenko matrix and the matrix defined ...
AbstractIn the present paper, a new relation including hypergeometric matrix function between Laguer...
AbstractIn the ring of symmetric functions the inverse Kostka matrix appears as the transition matri...
AbstractThe complex orthogonal group O(n) acts on the n×n matrices, Mn, by restricting the adjoint a...
AbstractLet r(n) denote the number of integral ideals of norm n in a cubic extension K of the ration...
AbstractWith regard to the relative class number of a cyclotomic number field, the relation between ...
AbstractRecently Denisov (aka Dennisov) (Proc. Amer. Math. Soc.) has proved the following remarkable...
AbstractThe refined Stirling numbers of the first kindnm0m1 ··· mk−1 specify the number of permutati...
AbstractLet r = pλ, K = Fr(t), f be an irreducible monic polynomial in Fr[t], K(Λf) the cyclotomic f...
AbstractWe describe a reciprocity relation between the prime ideal factorization, and related proper...
AbstractWe construct a generalization of Demjanenko's matrix for an arbitrary imaginary abelian fiel...
AbstractIn this paper, some relationships between the Stirling matrix, the Vandermonde matrix, the B...
AbstractWe study two criterions of cyclicity for divisor class groups of function fields, the first ...
AbstractThe well-known law of quadratic reciprocity has over 150 proofs in print. We establish a rel...
AbstractA formula which connects the determinant of the Demjanenko matrix with the relative class nu...
AbstractA family of integer matrices, which generalize the Demjanenko matrix and the matrix defined ...
AbstractIn the present paper, a new relation including hypergeometric matrix function between Laguer...
AbstractIn the ring of symmetric functions the inverse Kostka matrix appears as the transition matri...
AbstractThe complex orthogonal group O(n) acts on the n×n matrices, Mn, by restricting the adjoint a...
AbstractLet r(n) denote the number of integral ideals of norm n in a cubic extension K of the ration...
AbstractWith regard to the relative class number of a cyclotomic number field, the relation between ...
AbstractRecently Denisov (aka Dennisov) (Proc. Amer. Math. Soc.) has proved the following remarkable...
AbstractThe refined Stirling numbers of the first kindnm0m1 ··· mk−1 specify the number of permutati...
AbstractLet r = pλ, K = Fr(t), f be an irreducible monic polynomial in Fr[t], K(Λf) the cyclotomic f...
AbstractWe describe a reciprocity relation between the prime ideal factorization, and related proper...
AbstractWe construct a generalization of Demjanenko's matrix for an arbitrary imaginary abelian fiel...
AbstractIn this paper, some relationships between the Stirling matrix, the Vandermonde matrix, the B...
AbstractWe study two criterions of cyclicity for divisor class groups of function fields, the first ...
AbstractThe well-known law of quadratic reciprocity has over 150 proofs in print. We establish a rel...
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