On the neutrix convolution product.

Adem Kilicman; Brian Fisher; Serpil Pehlivan

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On the neutrix convolution product.

Author(s)

Adem Kilicman Mathematics & Computer Science Department, Leicester University, LE1 7RH, UK

Brian Fisher Mathematics & Computer Science Department, Leicester University, LE1 7RH, UK

Serpil Pehlivan Mathematics Department, Faculty of Science, Isparta, Turkey

Abstract

Let and g be distributions in D’ and let fn(x) = f(x) tn where tn(x) is a certain function which converges to the identity function as n tends to infinity. Then the neutix convolution product f (*) g is defined as the neutrix limit of the sequence {fn *gn}, provided the limit h exists in the sense that.

Publication Details

Page(s) 132-138

DOI DOI not available

Published Journal: Punjab University Journal of Mathematics, Volume: 28, Issue: , Year: 1995

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Some remarks on common fixed point mapings.
On the non-commutative neutrix product x-r+x -s+.
Holder continuity of cellerier’s non-differentiable function.
On common fixed points in uniform spaces.
On fixed point theorems for kannan maps.

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