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q , ωq,ω -Tricomi expansions and exponential integral associated with Hahn difference operator
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q , ωq,ω -Tricomi expansions and exponential integral associated with Hahn difference operator
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Journal Article
q , ωq,ω -Tricomi expansions and exponential integral associated with Hahn difference operator
2025
Overview
Abstract In this paper, we introduce a q , ωq,ω -analog of Tricomi expansion based on Hahn’s difference operator. Some properties of q , ωq,ω -Tricomi expansion are derived and proved in terms of incomplete q , ωq,ω -gamma functions. Also, a q , ωq,ω -analog of the exponential integral is presented as a series expansion of incomplete q , ωq,ω -gamma functions and shown to be a limiting case of a q , ωq,ω -Tricomi expansion.
Publisher
SpringerOpen
