AbstractIn this paper we prove a theta function identity of degree eight using the theory of elliptic theta functions and the method of asymptotic analysis. This identity allows us to derive some curious Eisenstein series identities. We prove a new addition formula for theta functions which allows us to give an extension of the Hirschhorn septuple product identity
This monograph deals with products of Dedekind's eta function, with Hecke theta series on quadratic ...
In this paper the author proves a general theta functions identity by using the theory of elliptic f...
110 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 2008.In this thesis, firstly we de...
Abstract. In this paper we establish a three term theta function iden-tity using the theory of compl...
AbstractIn this paper, we establish a three-term theta function identity using the complex variable ...
In this paper we will use one well-known modular equation of seventh order, one theta function ident...
In this paper we will use one well-known modular equation of seventh order, one theta function ident...
AbstractIn this paper, we prove an addition formula for the Jacobian theta function using the theory...
AbstractIn this paper we prove a theta function identity of degree eight using the theory of ellipti...
In this paper, we obtain certain new Eisenstein series identities of level 3. Some of these identiti...
In this article, we use the theory of elliptic functions to construct theta function identities whic...
Introduction. In this article I will survey some relatively recent joint work with S.Rallis, in whic...
Two-dimensional theta functions were found by the Borwein brothers to work on Gauss and Legendre’s a...
In this article I will survey some relatively recent joint work with S.Rallis, in which we extend th...
In this article I will survey some relatively recent joint work with S.Rallis, in which we extend th...
This monograph deals with products of Dedekind's eta function, with Hecke theta series on quadratic ...
In this paper the author proves a general theta functions identity by using the theory of elliptic f...
110 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 2008.In this thesis, firstly we de...
Abstract. In this paper we establish a three term theta function iden-tity using the theory of compl...
AbstractIn this paper, we establish a three-term theta function identity using the complex variable ...
In this paper we will use one well-known modular equation of seventh order, one theta function ident...
In this paper we will use one well-known modular equation of seventh order, one theta function ident...
AbstractIn this paper, we prove an addition formula for the Jacobian theta function using the theory...
AbstractIn this paper we prove a theta function identity of degree eight using the theory of ellipti...
In this paper, we obtain certain new Eisenstein series identities of level 3. Some of these identiti...
In this article, we use the theory of elliptic functions to construct theta function identities whic...
Introduction. In this article I will survey some relatively recent joint work with S.Rallis, in whic...
Two-dimensional theta functions were found by the Borwein brothers to work on Gauss and Legendre’s a...
In this article I will survey some relatively recent joint work with S.Rallis, in which we extend th...
In this article I will survey some relatively recent joint work with S.Rallis, in which we extend th...
This monograph deals with products of Dedekind's eta function, with Hecke theta series on quadratic ...
In this paper the author proves a general theta functions identity by using the theory of elliptic f...
110 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 2008.In this thesis, firstly we de...
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