Speaker:

Wolfram Just

(QMUL)

Date/Time:

Thu, 10/03/2011 - 16:30

Room:

M513

Seminar series:

See the title.

At a technical level the talk shows how to compute the solution of a two dimensional linear map where one of the coefficients is a dichotomous random number (to be less imprecise: how to compute the exponential growth rate). Models of this type are the simplest, almost trivial, case of a dynamical system with random delay time. The results contribute at some superficial level to the understanding of time delayed feedback control.

FOOTNOTE: The scientific content of the talk has to be attributed to Günter Radons. He showed me the model and the computation of Lyapunov exponents (without this footnote I would certainly share the fate of the German Secretary of State for Defence).

See below for the smart scribblings from the seminar.

At a technical level the talk shows how to compute the solution of a two dimensional linear map where one of the coefficients is a dichotomous random number (to be less imprecise: how to compute the exponential growth rate). Models of this type are the simplest, almost trivial, case of a dynamical system with random delay time. The results contribute at some superficial level to the understanding of time delayed feedback control.

FOOTNOTE: The scientific content of the talk has to be attributed to Günter Radons. He showed me the model and the computation of Lyapunov exponents (without this footnote I would certainly share the fate of the German Secretary of State for Defence).

See below for the smart scribblings from the seminar.

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smsg_100311.pdf | 619.99 KB |