Control of systems with Hölder continuous functions in the distributed delays


Tatar, Nasser-Eddine


Abstract

carpathian_2014_30_1_123_128_abstract

An exponential stabilization result is proved for a doubly nonlinear distributed delays system of ordinary differential equations. The problem involves non-Lipschitz continuous distributed delays of non-Lipschitz continuous ”activation” functions. This extends similar previous works where the distributed delays as well as the activation functions were assumed to be Lipschitz continuous.

Additional Information

Author(s)

Tatar, Nasser-Eddine