Volume 26 • Number 2 • 2003
Results on Some Neutrix Convolutions of Functions and Distributions
Brian Fisher and Mustafa Telci
Abstract. The neutrix convolution of two locally summable functions or distributions and is defined to be the limit of
the sequence, where and is a certain function with compact support and the sequence
converges to the identity function on the real line. The neutrix convolution of the functions and is evaluated for
and all . Further neutrix convolutions are then deduced.

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