# Solution of an integral equation of the convolution type with finite limits of integration

@inproceedings{Sologub1971SolutionOA, title={Solution of an integral equation of the convolution type with finite limits of integration}, author={V. G. Sologub}, year={1971} }

Abstract A METHOD of solving an integral equation of the convolution type with finite limits of integration which arises in the problem of diffraction by a strip is given. A class of right sides for which there exists a unique solution of the equation from the space L p (− a , a ), where 1 p a is the width of the strip) is explained in passing. In one particular case asymptotic expressions for the unknown function with an estimate of the error, when the integration length is small and when it… CONTINUE READING

#### Citations

##### Publications citing this paper.

SHOWING 1-4 OF 4 CITATIONS

## Adapting the method of analytical regularization to computational wave optics: Brief overview

VIEW 4 EXCERPTS

CITES BACKGROUND & METHODS

HIGHLY INFLUENCED

## The decay of solutions of the two dimensional wave equation in the exterior of a straight strip

VIEW 3 EXCERPTS

CITES BACKGROUND & METHODS

HIGHLY INFLUENCED

## Wave Scattering by Sparsely Filled Flat Pre Fractal Grating of Impedance Strips

VIEW 1 EXCERPT

CITES BACKGROUND