In this paper, we obtain the p-trigonometric functions of an elliptical complex variable and express the elliptic biquaternions in the p-trigonometric form by means of these functions. Additionally, De-Moivre's and Euler formulas for elliptic biquaternions are expressed and the powers and roots of an elliptic biquaternion are obtained with the aid of these formulas
In dit proefschrift worden elliptische krommen en elliptische oppervlakken bestudeerd. Een elliptisc...
We may therefore investigate the relations among the functions cotangents of the half sides and the ...
Let E/F be an elliptic curve defined over a number field F. Suppose that E has complex multiplicatio...
This article concerns the examination of trigonometric identities from an elliptic perspective. The ...
Elliptic functions are, roughly, functions on the complex plane which are periodic in two directions...
Multiple elliptic polylogarithms can be written as (multiple) integrals of products of basic hyperge...
This thesis presents various aspects of the general theory of arithmetic of elliptic curves and of c...
In this paper, we have introduced elliptical harmonic motion in terms of elliptical numbers. In addi...
Early history of elliptic curves In the 18th century it was natural to ask about the arc length of a...
We give a survey of elliptic hypergeometric functions associated with root systems, comprised of thr...
This is author's Habilitation Thesis (Dr. Sci. dissertation) submitted at the beginning of September...
AbstractA formula for the grössencharacter of an elliptic curve with complex multiplication, in a fa...
128 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 2003.We prove several infinite ser...
AbstractWe derive a number of summation and transformation formulas for elliptic hypergeometric seri...
Treats the arithmetic theory of elliptic curves in its modern formulation, through the use of basic ...
In dit proefschrift worden elliptische krommen en elliptische oppervlakken bestudeerd. Een elliptisc...
We may therefore investigate the relations among the functions cotangents of the half sides and the ...
Let E/F be an elliptic curve defined over a number field F. Suppose that E has complex multiplicatio...
This article concerns the examination of trigonometric identities from an elliptic perspective. The ...
Elliptic functions are, roughly, functions on the complex plane which are periodic in two directions...
Multiple elliptic polylogarithms can be written as (multiple) integrals of products of basic hyperge...
This thesis presents various aspects of the general theory of arithmetic of elliptic curves and of c...
In this paper, we have introduced elliptical harmonic motion in terms of elliptical numbers. In addi...
Early history of elliptic curves In the 18th century it was natural to ask about the arc length of a...
We give a survey of elliptic hypergeometric functions associated with root systems, comprised of thr...
This is author's Habilitation Thesis (Dr. Sci. dissertation) submitted at the beginning of September...
AbstractA formula for the grössencharacter of an elliptic curve with complex multiplication, in a fa...
128 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 2003.We prove several infinite ser...
AbstractWe derive a number of summation and transformation formulas for elliptic hypergeometric seri...
Treats the arithmetic theory of elliptic curves in its modern formulation, through the use of basic ...
In dit proefschrift worden elliptische krommen en elliptische oppervlakken bestudeerd. Een elliptisc...
We may therefore investigate the relations among the functions cotangents of the half sides and the ...
Let E/F be an elliptic curve defined over a number field F. Suppose that E has complex multiplicatio...