Add to ORKGAbstract. In this paper we first give alternative proofs of two Ramanujan’s theta function identities. Then we derive several explicit evaluations for ratios of Ramanujan’s theta function φ(q)
Abstract The authors show that certain theta function identities of Schröter and Ramanujan imply el...
This paper provides a survey of particular values of Ramanujan's theta function $\varphi(q)=\sum_{n=...
Theta functions were studied extensively by Ramanujan. This book provides a systematic development o...
This paper provides a survey of particular values of Ramanujan's theta function φ(q) = ∑ q^(n^2), n ...
The purpose of this paper is to provide direct proofs of certain theta function identities analogous...
Bruce C. Berndt et al. and Soon-Yi Kang have proved many of Ramanujan’s formulas for the explicit ev...
We evaluate some new explicit values of quotients of Ramanujan’s theta functions and use them to fin...
AbstractWe define a new parameter Ak,n involving Ramanujan’s theta-functions ϕ(q) and ψ(q) for any p...
AbstractWe define two quotients of theta-function ψ depending on two positive real parameters. We th...
In his 'lost' notebook, S. Ramanujan introduced the parameter μ(q):= R(q)R(q 4) related to the Roge...
In this paper, first we establish some new relations for ratios of Ramanujan's theta functions. We a...
. Many remarkable cubic theorems involving theta functions can be found in Ramanujan's Lost Not...
On pages 338 and 339 in his first notebook, Ramanujan records eighteen values for a certain product ...
Previously, we proved an addition formula for the Jacobi theta function, which allows us to recover ...
AbstractIn the unorganized pages of his second notebook, Ramanujan offers two new theta-function ide...
Abstract The authors show that certain theta function identities of Schröter and Ramanujan imply el...
This paper provides a survey of particular values of Ramanujan's theta function $\varphi(q)=\sum_{n=...
Theta functions were studied extensively by Ramanujan. This book provides a systematic development o...
This paper provides a survey of particular values of Ramanujan's theta function φ(q) = ∑ q^(n^2), n ...
The purpose of this paper is to provide direct proofs of certain theta function identities analogous...
Bruce C. Berndt et al. and Soon-Yi Kang have proved many of Ramanujan’s formulas for the explicit ev...
We evaluate some new explicit values of quotients of Ramanujan’s theta functions and use them to fin...
AbstractWe define a new parameter Ak,n involving Ramanujan’s theta-functions ϕ(q) and ψ(q) for any p...
AbstractWe define two quotients of theta-function ψ depending on two positive real parameters. We th...
In his 'lost' notebook, S. Ramanujan introduced the parameter μ(q):= R(q)R(q 4) related to the Roge...
In this paper, first we establish some new relations for ratios of Ramanujan's theta functions. We a...
. Many remarkable cubic theorems involving theta functions can be found in Ramanujan's Lost Not...
On pages 338 and 339 in his first notebook, Ramanujan records eighteen values for a certain product ...
Previously, we proved an addition formula for the Jacobi theta function, which allows us to recover ...
AbstractIn the unorganized pages of his second notebook, Ramanujan offers two new theta-function ide...
Abstract The authors show that certain theta function identities of Schröter and Ramanujan imply el...
This paper provides a survey of particular values of Ramanujan's theta function $\varphi(q)=\sum_{n=...
Theta functions were studied extensively by Ramanujan. This book provides a systematic development o...