DOIAbstract
AbstractFive new exceptional values of the Dedekind symbol are presented, and a conjecture is proposed on the necessary and sufficient conditions for integers to be exceptional values
AbstractFive new exceptional values of the Dedekind symbol are presented, and a conjecture is proposed on the necessary and sufficient conditions for integers to be exceptional values
Valuation rings occur in a wide variety of situations. In this paper we bring together many basic re...
In a family of S d+1-fields (d = 2, 3, 4), we obtain the conjectured upper and lower bounds of the r...
In this thesis we study ideals in Dedekind domains, which factorize uniquely into a product of prime...
AbstractDedekind symbols are generalizations of the classical Dedekind sums (symbols), and the symbo...
Abstract. We apply Freeman’s variant of the Davenport-Heilbronn method to investigate the exceptiona...
[[abstract]]We study content ideals of polynomials and their behavior under multiplication. In [HH2...
May soon be invented quantum computer and someknown cryptosystems (such as RSA) will be threatened b...
© 2016, Pleiades Publishing, Ltd.May soon be invented quantum computer and some known cryptosystems ...
An improved estimate for multiplicative functions on arithmetic progressions is demonstrated, at the...
AbstractA necessary and sufficient condition is given for a positive integer to appear as the denomi...
were introduced by the author [l]. The integers h and k are assumed relatively prime, Bp(x) is the p...
Say that an integer n is exceptional if the maximum Stirling number of the second kind S(n, k) occur...
1. Background. Dedekind sums are classical objects of study intro-duced by Richard Dedekind in the 1...
AbstractWe define a Dedekind symbol associated with a J-form (J-forms generalize the usual Jacobi fo...
Problems of the number infinity for non-equivalent absolutely irreducible integer representations of...
Valuation rings occur in a wide variety of situations. In this paper we bring together many basic re...
In a family of S d+1-fields (d = 2, 3, 4), we obtain the conjectured upper and lower bounds of the r...
In this thesis we study ideals in Dedekind domains, which factorize uniquely into a product of prime...
AbstractDedekind symbols are generalizations of the classical Dedekind sums (symbols), and the symbo...
Abstract. We apply Freeman’s variant of the Davenport-Heilbronn method to investigate the exceptiona...
[[abstract]]We study content ideals of polynomials and their behavior under multiplication. In [HH2...
May soon be invented quantum computer and someknown cryptosystems (such as RSA) will be threatened b...
© 2016, Pleiades Publishing, Ltd.May soon be invented quantum computer and some known cryptosystems ...
An improved estimate for multiplicative functions on arithmetic progressions is demonstrated, at the...
AbstractA necessary and sufficient condition is given for a positive integer to appear as the denomi...
were introduced by the author [l]. The integers h and k are assumed relatively prime, Bp(x) is the p...
Say that an integer n is exceptional if the maximum Stirling number of the second kind S(n, k) occur...
1. Background. Dedekind sums are classical objects of study intro-duced by Richard Dedekind in the 1...
AbstractWe define a Dedekind symbol associated with a J-form (J-forms generalize the usual Jacobi fo...
Problems of the number infinity for non-equivalent absolutely irreducible integer representations of...
Valuation rings occur in a wide variety of situations. In this paper we bring together many basic re...
In a family of S d+1-fields (d = 2, 3, 4), we obtain the conjectured upper and lower bounds of the r...
In this thesis we study ideals in Dedekind domains, which factorize uniquely into a product of prime...
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