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Titlebook: Stochasticity and Quantum Chaos; Proceedings of the 3 Zbigniew Haba,Wojciech Cegła,Lech Jakóbczyk Conference proceedings 1995 Kluwer Academ

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The Quantal Fattening of Fractals,Periodic points of a classical map may belong to a fractal set. It is shown here on a simple model that upon quantising this classical map the influence of the classical periodic points upon the quantal results is the same whether the periodic point belongs to a fractal set, or not. A simple intuitive explanation is given.
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Chaotic Dynamics in a Periodically Driven Anharmonic Oscillator,Analytical and numerical studies of the classical dynamics of a periodically driven oscillators show the existence of the transition regularity- chaos-regularity. This means that not only at high energy but also at low energy conserve isolated nonlinear resonances in the vicinity of which the motion remains regular.
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The Ehrenfest Theorem for Markov Diffusions,The transformation connecting transition densities of the diffusion process with the respective Feynman-Kac kernels, induces the local field of accelerations which equals the gradient of the Feynman-Kac potential and becomes the straightforward analog of the Ehrenfest theorem.
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Conference proceedings 1995 the Institute of Theoretical Physics of the University of Wroclaw. Max Born was a student and later on an assistant at the University of Wroclaw (Wroclaw belonged to Germany at this time and was called Breslau). The topic of the Max Born Sympo­ sium varies each year reflecting the developement of t
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