DOIAbstract
AbstractIn the Lost Notebook, Ramanujan presents a truly enigmatic infinite product expansion for the two variable Rogers–Ramanujan series. In this paper, we prove this formula by a careful analysis of the Stieltjes–Wigert polynomials
AbstractIn the Lost Notebook, Ramanujan presents a truly enigmatic infinite product expansion for the two variable Rogers–Ramanujan series. In this paper, we prove this formula by a careful analysis of the Stieltjes–Wigert polynomials
. In his first two letters to G. H. Hardy and in his notebooks, Ramanujan recorded many theorems abo...
In a handwritten manuscript published with his lost notebook, Ramanujan stated without proofs forty ...
Abstract. In this article, we give a new proof of a factorization theorem for the Rogers-Ramanujan c...
Using a pair of two variable series-product identities recorded by Ramanujan in the lost notebook as...
Abstract. Some entries on both finite and infinite Rogers–Ramanujan continued frac-tions in the lost...
The purpose of this paper is to derive product representations for generalizations of the Rogers–Ram...
The purpose of this paper is to derive product representations for generalizations of the Rogers–Ram...
The purpose of this paper is to derive product representations for generalizations of the Rogers–Ram...
AbstractThe purpose of this paper is to derive product representations for generalizations of the Ro...
We give several expansion and identities involving the Ramanujan function Aq and the Stieltjes–Wiger...
Abstract. A new polynomial analogue of the Rogers–Ramanujan identities is proven. Here the product-s...
AbstractA survey of many theorems on the Rogers–Ramanujan continued fraction is provided. Emphasis i...
AbstractWith two elementary trigonometric sums and the Jacobi theta function θ1, we provide a new pr...
We evaluate q-Bessel functions at an infinite sequence of points and introduce a generalization of t...
This thesis deals with a method of expressing, as infinite products, some special limiting cases of ...
. In his first two letters to G. H. Hardy and in his notebooks, Ramanujan recorded many theorems abo...
In a handwritten manuscript published with his lost notebook, Ramanujan stated without proofs forty ...
Abstract. In this article, we give a new proof of a factorization theorem for the Rogers-Ramanujan c...
Using a pair of two variable series-product identities recorded by Ramanujan in the lost notebook as...
Abstract. Some entries on both finite and infinite Rogers–Ramanujan continued frac-tions in the lost...
The purpose of this paper is to derive product representations for generalizations of the Rogers–Ram...
The purpose of this paper is to derive product representations for generalizations of the Rogers–Ram...
The purpose of this paper is to derive product representations for generalizations of the Rogers–Ram...
AbstractThe purpose of this paper is to derive product representations for generalizations of the Ro...
We give several expansion and identities involving the Ramanujan function Aq and the Stieltjes–Wiger...
Abstract. A new polynomial analogue of the Rogers–Ramanujan identities is proven. Here the product-s...
AbstractA survey of many theorems on the Rogers–Ramanujan continued fraction is provided. Emphasis i...
AbstractWith two elementary trigonometric sums and the Jacobi theta function θ1, we provide a new pr...
We evaluate q-Bessel functions at an infinite sequence of points and introduce a generalization of t...
This thesis deals with a method of expressing, as infinite products, some special limiting cases of ...
. In his first two letters to G. H. Hardy and in his notebooks, Ramanujan recorded many theorems abo...
In a handwritten manuscript published with his lost notebook, Ramanujan stated without proofs forty ...
Abstract. In this article, we give a new proof of a factorization theorem for the Rogers-Ramanujan c...
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