Beschreibung
The aim of this book is introduce the distributional family M(x) and give a sense the Fourier transfor of M(x), the convolution product M (x)* M(x), the elemental solution of the hyperbolic operator, the inverse of M(x), the Fourier transform of (k-1) derivative of Dirac´s delta in the quadratic form defined by the formula(148);our results generalized properties of Marcel Riesz ultrahyperbolic kernel.
Autorenporträt
Manuel Antonio Aguirre: P.H.D. in Mathematical Science, University of Buenos Aires(U.B.A.), Argentina, Titular Teacher Faculty of Exact Sciences, UNICEN, Academic of National Academy of Buenos Aires, Specialty in Functional Analysis and distribution theory with 102 published articles.
