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DTSTART:20230101T000000
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DTSTART;TZID=UTC:20240304T090000
DTEND;TZID=UTC:20240307T170000
DTSTAMP:20231214T131637Z
CREATED:20230929T120846Z
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SUMMARY:SFB1551 Winter School
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URL:https://crc1551.com/our-event/sfb-1551-winter-school-2/
LOCATION:Kurpark-Hotel\, Schloßplatz 1-4\, Bad Dürkheim\, 67098\, Germany
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DTSTART;TZID=UTC:20240314T103000
DTEND;TZID=UTC:20240314T113000
DTSTAMP:20240228T144148Z
CREATED:20231115T091519Z
LAST-MODIFIED:20240228T144148Z
UID:10000047-1710412200-1710415800@crc1551.com
SUMMARY:SFB 1551 Seminar Series Event - Prof. Dr. Ralf Metzler
DESCRIPTION:Talk announcement for Prof. Dr. Ralf Metzler. \n\n“Long-ranged correlated processes in disordered systems” \nBy Prof. Dr. Ralf Metzler \nUniversität Potsdam \nAbstract from Prof. Metzler: \nStochastic processes with long-ranged\, power-law correlations naturally emerge in systems such as Rouse polymers or single-file systems\, when all degrees of freedom are integrated out\, apart from the (tracer) particle of interest. In non-equilibrium situations\, the resulting overdamped dynamics corresponds to Mandelbrot’s fractional Brownian motion (FBM). \nThis talk will address some peculiar behaviours of FBM when subject to confinement in box potentials as well as sub- or superharmonic external potentials. Specifically\, it will be argued why superdiffusive FBM may be a good (polymer) model for growing serotonergic fibres in the mammalian brain. \nIn disordered environments it will be shown how non-Gaussian displacement density functions emerge and subtly depend on how the dynamics is introduced. This is achieved by stochastic-diffusivity models connected with long-range dependent noise. Moreover\, it will be discussed how time-dependent critical exponents can be introduced in this formalism. \nFinally\, amoeba systems will be introduced in which the displacement density function appears to converge to a non-Gaussian\, Laplace density.
URL:https://crc1551.com/our-event/sfb-1551-seminar-series-event-prof-ralf-metzler/
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