MODELLING VIA BLOCK RANDOM FEEDBACK SYSTEMS

Authors

  • Mihály Juhász

Abstract

The paper deals with the simulation on the n variable random system developed from the well-known second order feedback system. The investigated system can be transformed into an n dimensional linear differential equation of the form \dot ξ n+1 =An+1 ξ n+1 +Bu, having a system matrix An+1 of random entries of dispersion sigma . The main idea is that every participant is acting on the others by the rule of second order feedback. It was proved that if c>σ \sqrt n the system is (a.s.) stable, where the c>0 constant measures the ``headstrongness´´ of the participants. The simulation results show the effect of σ on stability.

Keywords:

simulation, modelling, stability, Block Random System.

How to Cite

Juhász, M. “MODELLING VIA BLOCK RANDOM FEEDBACK SYSTEMS”, Periodica Polytechnica Electrical Engineering, 50(1-2), pp. 141–146, 2006.

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Section

Articles