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UID:20250726T020839EDT-5794MTBfnb@132.216.98.100
DTSTAMP:20250726T060839Z
DESCRIPTION:Virtual Informal Systems Seminar (VISS) Centre for Intelligent 
 Machines (CIM) and Groupe d'Etudes et de Recherche en Analyse des Decision
 s (GERAD)\n\nSpeaker: Fabio Coppini\, Laboratoire de Probabilités Statisti
 que et Modélisation\, Université de Paris\n	\n	Zoom Link\n	Meeting ID: 910 79
 28 6959        \n	Passcode: VISS\n	\n	\n	Abstract: Complex phenomena represent
  an inexhaustible source of modeling challenges. Thanks to the advances of
  the last fifteen years in graph theory\, it is now possible to mathematic
 ally tackle the study of interacting particle systems on non-trivial netwo
 rks. In this new framework\, the connections among the particles are encod
 ed in a general graph sequence and one is interested in modeling the popul
 ation behavior\, as the number of particles tends to infinity. This exposé
  will focus on the key mathematical results of the last five years\, in th
 e case where the particle system is defined by coupled differential equati
 ons. A special emphasis will be put on the limit description\, an infinite
  system of Fokker-Planck equations coupled by means of a graphon.\n	\n	Bio: 
 Fabio Coppini has just finished a doctoral program in the Laboratoire de P
 robabilités Statistique et Modélisation in Université de Paris\, under the
  supervision of Professor Giambattista Giacomin. His thesis focuses on lin
 king classical results on interacting particle systems to the new tools co
 ming from graph theory. Before\, he obtained a Master in Pure Mathematics 
 in the University of Florence (Italy).\n
DTSTART:20210219T190000Z
DTEND:20210219T200000Z
LOCATION:CA\, ZOOM
SUMMARY:Weakly Interacting Particles on Dense Graph Sequences
URL:/cim/channels/event/weakly-interacting-particles-d
 ense-graph-sequences-328631
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