DOIAbstract
We give the list of ail possible congruences in G(1,4) of degree d 5 10 and we explicitely construct most of them
We give the list of ail possible congruences in G(1,4) of degree d 5 10 and we explicitely construct most of them
summary:We systematically investigate the expressions and congruences for both a one-parameter famil...
AbstractLet Γ be a submonoid of nonnegative integers. Let g be an element of Γ-graded algebra with a...
Let p be a prime greater than or equal to 5: In this paper, by usingthe harmonic numbers and Fermat ...
This thesis presents a series of theorems along with proofs to establish a theory of congruences
AbstractCongruences for the Apéry numbers are proved which generalize the results and conjectures of...
In this paper, three special classes of congruence of prime modulus of higher degree are considered ...
Abstract. These are essentially the lecture notes from a section on congruent numbers and elliptic c...
The arithmetic properties of the ordinary partition function $p(n)$ have been the topic of intensive...
In this paper, using properties of Ramanujan sums and of the discrete Fourier transform of arithmeti...
In this paper, two special classes of congruence of prime modulus of higher degree are considered fo...
Abstract. We present a method for solving nonlinear congruences. It is different from methods often ...
The oldest problem in the theory of elliptic curves is to determine which positive integers D can be...
The arithmetic properties of the ordinary partition function p(n) have been the topic of intensive s...
We give the list of all possible smooth congruences in G(1, n) which have a quadric bundle structure...
AbstractThe present research grew out of the authors' joint work [M. Brodmann, P. Schenzel, Arithmet...
summary:We systematically investigate the expressions and congruences for both a one-parameter famil...
AbstractLet Γ be a submonoid of nonnegative integers. Let g be an element of Γ-graded algebra with a...
Let p be a prime greater than or equal to 5: In this paper, by usingthe harmonic numbers and Fermat ...
This thesis presents a series of theorems along with proofs to establish a theory of congruences
AbstractCongruences for the Apéry numbers are proved which generalize the results and conjectures of...
In this paper, three special classes of congruence of prime modulus of higher degree are considered ...
Abstract. These are essentially the lecture notes from a section on congruent numbers and elliptic c...
The arithmetic properties of the ordinary partition function $p(n)$ have been the topic of intensive...
In this paper, using properties of Ramanujan sums and of the discrete Fourier transform of arithmeti...
In this paper, two special classes of congruence of prime modulus of higher degree are considered fo...
Abstract. We present a method for solving nonlinear congruences. It is different from methods often ...
The oldest problem in the theory of elliptic curves is to determine which positive integers D can be...
The arithmetic properties of the ordinary partition function p(n) have been the topic of intensive s...
We give the list of all possible smooth congruences in G(1, n) which have a quadric bundle structure...
AbstractThe present research grew out of the authors' joint work [M. Brodmann, P. Schenzel, Arithmet...
summary:We systematically investigate the expressions and congruences for both a one-parameter famil...
AbstractLet Γ be a submonoid of nonnegative integers. Let g be an element of Γ-graded algebra with a...
Let p be a prime greater than or equal to 5: In this paper, by usingthe harmonic numbers and Fermat ...
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