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The Convolutions of the Kernel xλ-tλ


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1 Stockholm, Sweden
     

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Convolutions of functions of two variables were introduced by Volterra as a means of solving certain types of integral equations. The method which he and his followers used to obtain representations of convolutions of arbitrary order is formalistic, and hardly practical, except for kernels of the type h(x-t), the so-called "closed cycle".
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  • The Convolutions of the Kernel xλ-tλ

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Authors

Ray G. Langebartel
Stockholm, Sweden

Abstract


Convolutions of functions of two variables were introduced by Volterra as a means of solving certain types of integral equations. The method which he and his followers used to obtain representations of convolutions of arbitrary order is formalistic, and hardly practical, except for kernels of the type h(x-t), the so-called "closed cycle".