Stochastic Non-Excitable Systems with Time Delay

Stochastic Non-Excitable Systems with Time Delay

March 16 2015 | ISBN-10: 3658092947 | 91 pages | pdf | 1.97 mb

by Paul M. Geffert (Author)

From the Back Cover
Paul M. Geffert analyses the interplay of noise and time delay in non-excitable nonlinear systems and the modulation of stochastic effects. In particular, the author studies coherence resonance, which is a constructive effect of noise that occurs in nonlinear systems, and demonstrates that it can be modulated by time-delayed feedback. Analytical methods for the investigation of stochastic delay differential equations are developed. Noise or random perturbations and time delay are two phenomena which arise in many fields of physics, chemistry, or biology, just to mention a few examples. The investigated model is a generic Hopf normal form so that these methods and results can be transferred to many different areas of science.

Contents

Stochastic Effects in Nonlinear Systems
Coherence Resonance
Time-Delayed Feedback in Nonlinear Stochastic Systems
Coupled Stochastic Systems
Target Groups

Researchers and students in the field of nonlinear dynamics, stochastic processes and stochastic delay differential equations
Practitioners in these areas
The Author

Paul M. Geffert wrote his master's thesis under the supervision of Prof. Dr. Eckehard Sch?ll, PhD in the Collaborative Research Center SFB 910 at the Institute of Theoretical Physics at TU Berlin. In 2015 he will start his PhD studies at Queen Mary University of London.

About the Author
Paul M. Geffert wrote his master's thesis under the supervision of Prof. Dr. Eckehard Sch?ll, PhD in the Collaborative Research Center SFB 910 at the Institute of Theoretical Physics at TU Berlin. In 2015 he will start his PhD studies at Queen Mary University of London.

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