Acta Mathematica Vietnamica

CURRENT ISSUE


 

RECENT ISSUES

Volume 42, 2017

Volume 41, 2016

Volume 40, 2015

Volume 39, 2014

Volume 38, 2013


 

 
mod_vvisit_countermod_vvisit_countermod_vvisit_countermod_vvisit_countermod_vvisit_countermod_vvisit_countermod_vvisit_countermod_vvisit_countermod_vvisit_counter

Print

 

Generalization of C 1,1 Property in Infinite Dimension
Marie Dvorská, Karel Pastor

 

Abstract

The class of functions with locally Lipschitz gradient, i.e., the class of C1,1 functions, has been deeply studied and many optimization conditions has been stated for this class. A generalization of C1,1 property leads to the class of –stable functions. In this paper, we study two formally different definitions of –stability in infinite dimension and show their equivalence.

You are here: Home No. 2