Compactly supported functions generated by a polyharmonic operator

Author: Kolodyazhny, V.

Source: Cybernetics and Systems Analysis, Volume 42, Number 5, September 2006 , pp. 730-742(13)

Publisher: Springer

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Atomic functions of two and three variables are proposed that are infinitely differentiable compactly supported solutions of functional-differential equations of a special type. Existence theorems and computational procedures are presented for these functions.

Keywords: Fourier transform; atomic function; functional series; functional-differential equation; polyharmonic operator

Document Type: Research Article


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Publication date: September 1, 2006

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