Generalized Bessel–Struve Operator and Its Properties


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We define the generalized Bessel–Struve operator in the space of functions analytic in an arbitrary domain. The conditions of equivalence of the generalized Bessel–Struve operator to the operator of second derivative are investigated. We also describe the commutant of the generalized Bessel–Struve operator and establish its hypercyclicity and chaotic nature.

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Yu. Linchuk

Fed’kovych Chernivtsi National University

Email: Jade.Santos@springer.com
乌克兰, Chernivtsi

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