The Lie algebra K5: three variable models and their connection with special functions
S. Yadav, G. Rani
We construct the relation between the 5-dimensional complex Lie algebra K5 and certain special functions.
In this paper, we discuss the new three variable models of the irreducible representations of the Lie algebra K5.
We use a two-fold Euler type integral transformation to obtain the new transformed models and hence various new recurrence relations
in terms of Kampe de Feriet function are derived.
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