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DTSTART:20241027T030000
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RDATE:20251026T030000
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UID:calendar.135325.field_date.0@www.tse-fr.eu
DTSTAMP:20260909T163223Z
CREATED:20240710T221002Z
DESCRIPTION:Michel Benaim (Université de Neuchâtel)\, “Piecewise Determinis
 tic Markov Processes”\, MAD-Stat. Seminar\, Toulouse: TSE\, May 26\, 2025\
 , 11:00–12:15\, room Auditorium 3.\n\nA Piecewise Deterministic Markov Pro
 cess (PDMP) is defined by a (finite) family of deterministic dynamical sys
 tems (usually ordinary differential equations) and a random clock. The sys
 tem follows a given dynamic\, and when the clock rings\, it switches to an
 other dynamic\, randomly chosen. This type of process naturally appears in
  several fields (population dynamics\, cell biology\, computer science\, e
 tc.) where the system's evolution is deterministic but depends on an envir
 onment subject to random fluctuations.\nThe qualitative analysis of the lo
 ng-term behavior of PDMPs has been the focus of much attention over the la
 st decade. In this talk\, I will offer a general introduction to the subje
 ct\, illustrate my points with several examples\, and present the main res
 ults obtained — in collaboration with several researchers — over the past 
 ten years.
DTSTART;TZID=Europe/Paris:20250526T120000
DTEND;TZID=Europe/Paris:20250526T131500
LAST-MODIFIED:20251022T001001Z
LOCATION:Toulouse: TSE\, May 26\, 2025\, 11:00–12:15\, room Auditorium 3
SUMMARY:MAD-Stat. Seminar
URL;TYPE=URI:https://www.tse-fr.eu/seminars/2025-piecewise-deterministic-ma
 rkov-processes
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