GENERALIZED CONDITIONAL INTEGRAL TRANSFORMS, CONDITIONAL CONVOLUTIONS AND FIRST VARIATIONS
We study various relationships that exist among generalized conditional integral transform, generalized conditional convolution and generalized first variation for a class of functionals defined on $K[0, T ]$, the space of complex-valued continuous functionson $[0, T ]$ which vanish at zero.
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ISSN: 1976-8605 (Print), 2288-1433 (Online)
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