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SUMMARY:Quantum Poisson Processes
DTSTART:20240501T161500
DTEND:20240501T171500
DTSTAMP:20260407T195109Z
UID:8293cc5dbd544f30cdc1d7ffff4ecaa112743e596fb11fb7e616fa1d
CATEGORIES:Conferences - Seminars
DESCRIPTION:Jürg Fröhlich (ETH)\nAbstract:\nI present an attempt to find
  a stochastic Law of Dynamics for non-relativistic Quantum Mechanics. The 
 time evolution of individual physical systems consisting of charged matter
  interacting with the quantized electromagnetic field\, e.g.\, electrons i
 n the shell of an atom coupled to the radiation field\, is dissipative and
  stochastic\, featuring isolated random events sometimes called “quantum
  jumps." In an idealized description of the time evolution of such systems
  a class of stochastic processes is encountered that I call “quantum Poi
 sson processes." In this talk\, I introduce these processes\, present some
  of their mathematical properties and sketch applications to quantum theor
 y\, in particular to the phenomenon of spontaneous emission of light by ex
 cited atoms.\n\n-- A Probability and Stochastic Analysis Seminar --
LOCATION:Bernoulli center
STATUS:CONFIRMED
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