Titlebook: Generalized Functions, Convergence Structures, and Their Applications; Bogoljub Stankovi?,Endre Pap,Vasilij S. Vladimirov Book 1988 Plenum

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Generalized Functions, Convergence Structures, and Their Applications

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Generalized Functions, Convergence Structures, and Their Applications978-1-4613-1055-6

FIN

Nonharmonic Solutions of the Laplace Equationharmonic functions. In this paper we shall consider the Laplace equation in the space of so-called boehmians and show that there may appear solutions which are not classical. The boehmians, we are dealing with, are particular cases of the more general concept of generalized functions introduced in [

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泰然自若

寬大

A New Construction of Continuous Endomorphisms of the Operator Fieldlem is to find, to construct different types of endomorphisms or the linear mapping of the operator field M. In 1967 Gesztelyi published some representation theorems on linear operator transformations, nevertheless there were known only a few types of different transformations. In 1971, in Dubrovnik

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