DOIAbstract
AbstractIn this paper we find the formula (7) which generalizes the Ramanujan formula (2)
AbstractIn this paper we find the formula (7) which generalizes the Ramanujan formula (2)
We give short elementary proofs of a formula of Ramanujan as interpreted by Bradley, and a companion...
AbstractBy virtue of Shukla's well-known bilateral ψ88 summation formula and Watson's transfor-matio...
AbstractUsing some properties of the general rising shifted factorial and the gamma function we deri...
Abstract – The aim of this short research note is to provide a natural generalization of a very inte...
AbstractRamanujan′s equation x2 + 7 = 2n + 2 is generalized in a natural way to the form B2n + 7A2n ...
Abstract. The aim of this research paper is to provide certain generalizations of two well-known sum...
A generalized Ramanujan sum (GRS) is defined by replacing the usual Möbius function in the classica...
The main contribution of this paper is to propose a closed expression for the Ramanujan constant of ...
AbstractThe focus in this survey paper will be on Ramanujan–Nagell’s equation. In the first, and mai...
In 1914 S. Ramanujan recorded a list of 17 series for 1/π. We survey the methods of proofs of Ramanu...
We give short elementary proofs of a formula of Ramanujan as interpreted by Bradley, and a companion...
Srinivasa Ramanujan (1887-1920) was one of the world's greatest mathematical geniuses. He work exten...
In this paper, we give a pedagogical introduction to several beautiful formulas discovered by Ramanu...
In this paper, we give an alternative proof of a Ramanujan's modular equation of degree 7 by employi...
An old problem of Ramanujan, solved rst by Nagell [11], amounts to showing that the Diophantine equa...
We give short elementary proofs of a formula of Ramanujan as interpreted by Bradley, and a companion...
AbstractBy virtue of Shukla's well-known bilateral ψ88 summation formula and Watson's transfor-matio...
AbstractUsing some properties of the general rising shifted factorial and the gamma function we deri...
Abstract – The aim of this short research note is to provide a natural generalization of a very inte...
AbstractRamanujan′s equation x2 + 7 = 2n + 2 is generalized in a natural way to the form B2n + 7A2n ...
Abstract. The aim of this research paper is to provide certain generalizations of two well-known sum...
A generalized Ramanujan sum (GRS) is defined by replacing the usual Möbius function in the classica...
The main contribution of this paper is to propose a closed expression for the Ramanujan constant of ...
AbstractThe focus in this survey paper will be on Ramanujan–Nagell’s equation. In the first, and mai...
In 1914 S. Ramanujan recorded a list of 17 series for 1/π. We survey the methods of proofs of Ramanu...
We give short elementary proofs of a formula of Ramanujan as interpreted by Bradley, and a companion...
Srinivasa Ramanujan (1887-1920) was one of the world's greatest mathematical geniuses. He work exten...
In this paper, we give a pedagogical introduction to several beautiful formulas discovered by Ramanu...
In this paper, we give an alternative proof of a Ramanujan's modular equation of degree 7 by employi...
An old problem of Ramanujan, solved rst by Nagell [11], amounts to showing that the Diophantine equa...
We give short elementary proofs of a formula of Ramanujan as interpreted by Bradley, and a companion...
AbstractBy virtue of Shukla's well-known bilateral ψ88 summation formula and Watson's transfor-matio...
AbstractUsing some properties of the general rising shifted factorial and the gamma function we deri...
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