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Certain new WP-Bailey pairs and basic hypergeometric series identities

机译:某些新的WP-Bailey对和基本超几何级数恒等式

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The Bailey lemma has been a powerful tool in the discovery of identities of Rogers-Ramanujan type and also ordinary and basic hypergeometric series identities. The mechanism of Bailey lemma has also led to the concepts of Bailey pair and Bailey chain. In the present work certain new WP-Bailey pairs have been established. We also have deduced a number of basic hypergeometric series identities as an application of new WP-Bailey pairs.
机译:Bailey引理是发现Rogers-Ramanujan类型的恒等式以及普通和基本超几何级数恒等式的有力工具。 Bailey引理的机制也导致了Bailey对和Bailey链的概念。在目前的工作中,已经建立了某些新的WP-Bailey对。我们还推导出了一些基本的超几何级数恒等式,作为新的WP-Bailey对的应用。

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