Balanced polygamma function
In mathematics, the generalized polygamma function or balanced negapolygamma function is a function introduced by Olivier Espinosa Aldunate and Victor H. Moll. It generalizes the polygamma function to negative and fractional order, but remains equal to it for integer positive orders.
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Balanced polygamma function
In mathematics, the generalized polygamma function or balanced negapolygamma function is a function introduced by Olivier Espinosa Aldunate and Victor H. Moll. It generalizes the polygamma function to negative and fractional order, but remains equal to it for integer positive orders.
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In mathematics, the generalize ...... t for integer positive orders.
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25,123,601
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713,095,933
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In mathematics, the generalize ...... t for integer positive orders.
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Balanced polygamma function
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