Integral transforms, convolution products, and first variations.
Kim, Bong Jin, Kim, Byoung Soo, Skoug, David (2004)
International Journal of Mathematics and Mathematical Sciences
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Kim, Bong Jin, Kim, Byoung Soo, Skoug, David (2004)
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Seung Chang, Hyun Chung, David Skoug (2013)
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In this paper we obtain several basic formulas for generalized integral transforms, convolution products, first variations and inverse integral transforms of functionals defined on function space.
Byoung Kim, Il Yoo, Dong Cho (2010)
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Huffman, Park and Skoug established several results involving Fourier-Feynman transform and convolution for functionals in a Banach algebra S on the classical Wiener space. Chang, Kim and Yoo extended these results to abstract Wiener space for a more generalized Fresnel class A1,A2 than the Fresnel class (B)which corresponds to the Banach algebra S. In this paper we study Fourier-Feynman transform, convolution and first variation of unbounded functionals on abstract Wiener space...
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