El producto de convolución de la derivada de orden de la delta de Dirac en un hipercono

Abstract

In this paper we give a sense to distributional convolution products of  k P ∗  l P, k P− ∗  l P−,  1k P ∗  1l P and  2k P ∗  2l P. The first section, we give a sense to products of  k P ∗  l P and  k P− ∗  l P− for odd n , as well as for even n if k  n 2 − 1 and l  n 2 − 1. In the second section, we give a sense to products  k P ∗  l P,  k P− ∗  l P−, 1 k P ∗  1 l P and  2 k P ∗  2 l P under conditions n even, k ≥ n 2 − 1 and l ≥ n 2 − 1.