AbstractIn this paper we derive a U(n) generalization of Ramanujan's 1Ψ1 summation directly from a recent U(n) multiple series refinement of the q-binomial theorem. We also obtain a new generalization of the Macdonald identities for A(1)l
Using a pair of two variable series-product identities recorded by Ramanujan in the lost notebook as...
Using a pair of two variable series-product identities recorded by Ramanujan in the lost notebook as...
Using a pair of two variable series-product identities recorded by Ramanujan in the lost notebook as...
AbstractIn this paper we derive a U(n) generalization of Ramanujan's 1Ψ1 summation directly from a r...
AbstractIn this paper it is shown that the Macdonald identities for A(1)l are a natural consequence ...
AbstractBy virtue of Shukla's well-known bilateral ψ88 summation formula and Watson's transfor-matio...
Lucy Slater used Bailey\u27s 6Ã6 summation formula to derive the Bailey pairs she used to construct ...
AbstractTheorems in the theory of partitions are closely related to basic hypergeometric series. Som...
Lucy Slater used Bailey\u27s 6Ã6 summation formula to derive the Bailey pairs she used to construct ...
Lucy Slater used Bailey\u27s 6Ã6 summation formula to derive the Bailey pairs she used to construct ...
AbstractA proof of the Rogers-Ramanujan identities is presented which is brief, elementary, and well...
AbstractThe purpose of this paper is to derive product representations for generalizations of the Ro...
summary:We derive two identities for multiple basic hyper-geometric series associated with the unita...
summary:We derive two identities for multiple basic hyper-geometric series associated with the unita...
Using a pair of two variable series-product identities recorded by Ramanujan in the lost notebook as...
Using a pair of two variable series-product identities recorded by Ramanujan in the lost notebook as...
Using a pair of two variable series-product identities recorded by Ramanujan in the lost notebook as...
Using a pair of two variable series-product identities recorded by Ramanujan in the lost notebook as...
AbstractIn this paper we derive a U(n) generalization of Ramanujan's 1Ψ1 summation directly from a r...
AbstractIn this paper it is shown that the Macdonald identities for A(1)l are a natural consequence ...
AbstractBy virtue of Shukla's well-known bilateral ψ88 summation formula and Watson's transfor-matio...
Lucy Slater used Bailey\u27s 6Ã6 summation formula to derive the Bailey pairs she used to construct ...
AbstractTheorems in the theory of partitions are closely related to basic hypergeometric series. Som...
Lucy Slater used Bailey\u27s 6Ã6 summation formula to derive the Bailey pairs she used to construct ...
Lucy Slater used Bailey\u27s 6Ã6 summation formula to derive the Bailey pairs she used to construct ...
AbstractA proof of the Rogers-Ramanujan identities is presented which is brief, elementary, and well...
AbstractThe purpose of this paper is to derive product representations for generalizations of the Ro...
summary:We derive two identities for multiple basic hyper-geometric series associated with the unita...
summary:We derive two identities for multiple basic hyper-geometric series associated with the unita...
Using a pair of two variable series-product identities recorded by Ramanujan in the lost notebook as...
Using a pair of two variable series-product identities recorded by Ramanujan in the lost notebook as...
Using a pair of two variable series-product identities recorded by Ramanujan in the lost notebook as...
Using a pair of two variable series-product identities recorded by Ramanujan in the lost notebook as...
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