A q-analog of the 5F4(1) summation theor
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S.C Milne
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Article
📅
1985
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Elsevier Science
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English
⚖ 797 KB
As an application of a general q-difference equation for basic hypergeometric series well-poised in SU(n), an elementary proof is given of a q-analog of Holman's SU(n) generalization of the terminating sF4( 1) summation theorem. This provides an SC/(n) generalization of the terminating e@s summation