Remarks on a triple integral
Bui Van Binh, Vadim Schechtman
TL;DR
This paper explores various versions of a specific integral linked to Liouville field theory and triple L-functions across real, p-adic, and q-deformed contexts, highlighting their mathematical properties and relationships.
Contribution
It introduces and compares real, p-adic, and q-deformed integral forms related to Liouville theory and triple L-functions, expanding understanding of their interconnections.
Findings
Identifies properties of the real integral form.
Establishes p-adic integral analogues.
Explores q-deformed integral relationships.
Abstract
We discuss real, p-adic and q-deformed versions of an integral related to Liouville field theory and triple -functions.
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Taxonomy
TopicsAdvanced Mathematical Identities · Mathematical functions and polynomials · Mathematical and Theoretical Analysis