@article{Juhász_2006, title={MODELLING VIA BLOCK RANDOM FEEDBACK SYSTEMS}, volume={50}, url={https://pp.bme.hu/ee/article/view/899}, DOI={N/A}, abstractNote={The paper deals with the simulation on the <I>n</I> variable random system developed
from the well-known second order feedback system. The investigated system
can be transformed into an <I>n</I> dimensional linear differential equation of the
form <I>\dot ξ <sub>n+1</sub> =A<sub>n+1</sub> ξ <sub>n+1</sub> +Bu</I>, having a system matrix
<I>A<sub>n+1</sub></I> 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 <I>c>σ \sqrt n </I> the system is (a.s.) stable, where
the <I>c</I>><I>0</I> constant measures the ``headstrongness´´ of the participants. The
simulation results show the effect of σ on stability.
}, number={1-2}, journal={Periodica Polytechnica Electrical Engineering}, author={Juhász, Mihály}, year={2006}, pages={141–146} }