Integration in terms of polylogarithm
Waldemar Hebisch
TL;DR
This paper establishes a Liouville principle for integrating functions involving the dilogarithm and offers partial results for polylogarithm integration, advancing understanding of special functions in integration theory.
Contribution
It introduces a Liouville principle specific to dilogarithm-based integration and presents initial findings for polylogarithm integration methods.
Findings
Liouville principle for dilogarithm integration established
Partial results obtained for polylogarithm integration
Advances in special functions and integration theory
Abstract
This paper provides a Liouville principle for integration in terms of dilogarithm and partial result for polylogarithm.
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Taxonomy
TopicsMathematics and Applications · Advanced Mathematical Identities · Advanced Combinatorial Mathematics