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  4. Nonlinear Equations of Infinite Order Defined by an Elliptic Symbol
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Nonlinear Equations of Infinite Order Defined by an Elliptic Symbol

Journal
International Journal of Mathematics and Mathematical Sciences
ISSN
1687-0425
Date Issued
2014
Author(s)
Bravo-Vera, M  
DOI
https://doi.org/10.1155/2014/656959
Abstract
The aim of this work is to show existence and regularity properties of equations of the form f (?) u = U (x, u (x)) on R n, in which f is a measurable function that satisfies some conditions of ellipticity and ? stands for the Laplace operator on R n. Here, we define the class of functions to which f belongs and the Hilbert space in which we will find the solution to this equation. We also give the formal definition of f (?) explaining how to understand this operator. © 2014 Mauricio Bravo Vera.
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