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Home / Journals / Pure and Applied Mathematics Journal / Harmonically Concave Set Valued Functions
Harmonically Concave Set Valued Functions
Lead Guest Editor:
Professor Gabriel Santana
Department of Mathematics, Central University of Venezuela, Caracas, Distrito Capital, Venezuela
Guest Editors
Nelson Merentes
Central University Of Venezuela
Caracas, Venezuela
Lysis Gonzaleza
Central University Of Venezuela
Caracas, Venezuela
Hugo Leiva
University Of The Andes
Bogotá, Colombia
Jose Sanchez
Central University Of Venezuela
Caracas, Venezuela
Maira Valera
Central University Of Venezuela
Caracas, Venezuela
Introduction
Introduce the concept of the harmonically concave set valued functios and the strongly harmonically concave set valued function modulus c, and for this class of functions obtain kuhn and bernstein-doetsch type results, in addition to studying the stability of these functions for: the product by a scalar, the product and the sum between two functions of this class. Aims and Scope: Harmonically set valued function Kuhn type result Bernstein-doetsch type results Harmonically concave set valuet function Harmonically convex set valued function Strongly harmonically concave set valued function modulus c
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