Description

Title: Developments in Fractional Dynamical Systems

Abstract: Fractional calculus (FC) is witnessing rapid development in
recent past. Due to its interdisciplinary nature, and applicability it has
become an active area of research in Science and Engineering. Present talk
deals with our work on fractional order dynamical systems (FODS), in
particular on local stable manifold theorem for FODS. Further we talk on
bifurcation analysis and chaos in the context of FODS. Finally we
conjecture a generalization of Poincare-Bendixon for fractional systems.

Description

Ramanujan Hall, Department of Mathematics

Date

Mon, October 16, 2017

Start Time

4:00pm IST

Priority

5-Medium

Access

Public

Created by

DEFAULT ADMINISTRATOR

Updated

Sun, October 15, 2017 2:37pm IST