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UID:news1641@dmi.unibas.ch
DTSTAMP;TZID=Europe/Zurich:20240205T090917
DTSTART;TZID=Europe/Zurich:20240320T141500
SUMMARY:Seminar Analysis and Mathematical Physics:  Norbert J. Mauser (WPI 
 and MMM c/o Univ. Wien)
DESCRIPTION:The Pauli-Poisswell equation models fast moving charges in\\r\\
 nsemiclassical semi-relativistic quantum dynamics. It is at the\\r\\ncente
 r of a hierarchy of models from the Dirac-Maxwell equation to\\r\\nthe Eul
 er-Poisson equation that are linked by asymptotic analysis of\\r\\nsmall p
 arameters such as Planck constant or inverse speed of light.\\r\\nWe discu
 ss the models and their application in plasma and\\r\\naccelerator physics
  as well as the many mathematical problems they\\r\\npose.
X-ALT-DESC:<p>The Pauli-Poisswell equation models fast moving charges in</p
 >\n<p>semiclassical semi-relativistic quantum dynamics. It is at the</p>\n
 <p>center of a hierarchy of models from the Dirac-Maxwell equation to</p>\
 n<p>the Euler-Poisson equation that are linked by asymptotic analysis of</
 p>\n<p>small parameters such as Planck constant or inverse speed of light.
 </p>\n<p>We discuss the models and their application in plasma and</p>\n<p
 >accelerator physics as well as the many mathematical problems they</p>\n<
 p>pose.</p>
DTEND;TZID=Europe/Zurich:20240320T161500
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