Derivative formulas for Bessel, Struve and Anger-Weber functions

Robert Gaunt

doi:10.7153/jca-11-04

Derivative formulas for Bessel, Struve and Anger-Weber functions

Robert Gaunt

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Abstract

Abstract. We derive formulas for the derivatives of general order for the functions z−ν hν (z) and
zν hν(z), where hν (z) is a Bessel, Struve or Anger–Weber function

Original language	English
Pages (from-to)	69-78
Journal	Journal of Classical Analysis
Volume	11
Issue number	1
DOIs	https://doi.org/10.7153/jca-11-04
Publication status	Published - Jul 2017

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JCA derivatives 1.03Accepted author manuscript, 158 KB

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abstract = "Abstract. We derive formulas for the derivatives of general order for the functions z−ν hν (z) andzν hν(z), where hν (z) is a Bessel, Struve or Anger–Weber function",

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Derivative formulas for Bessel, Struve and Anger-Weber functions

Abstract

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