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On Models of Q-Representations of SL (2,¢) and Q-Euler Integral Transformation
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We construct new two variable models o f irreducible (q-representations o f the Lie algebra sl (2,¢). The q-Euler integral transformation is used to transform the models in the form of q-difference dilation operators. These models are further used to obtain some interesting identities.
Keywords
Lie Algebra Sl (2,¢), Q-Representations, Q-Integral Transformation, Q-Hypergeometric Functions.
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