balanced series
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3 matching pages
1: 17.4 Basic Hypergeometric Functions
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►The series (17.4.1) is said to be balanced or Saalschützian when it terminates, , , and
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►The series (17.4.1) is said to be k-balanced when and
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2: 16.4 Argument Unity
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►Balanced
series have transformation formulas and three-term relations.
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►Contiguous balanced series have parameters shifted by an integer but still balanced.
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3: Bibliography M
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Balanced
summation theorems for basic hypergeometric series.
Adv. Math. 131 (1), pp. 93–187.
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