Combinatorial identities deriving from the th power of a matrix.
Rogers-Ramanujan-Slater type identities.
Some new transformations for Bailey pairs and WP-Bailey pairs
We derive several new transformations relating WP-Bailey pairs. We also consider the corresponding transformations relating standard Bailey pairs, and as a consequence, derive some quite general expansions for products of theta functions which can also be expressed as certain types of Lambert series.
Some new families of Tasoevian and Hurwitzian continued fractions
Some more long continued fractions, I
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