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SUMMARY:Hyperbolic systems and fluctuation theorems
DTSTART:20130516T171500
DTEND:20130516T181500
DTSTAMP:20260407T131929Z
UID:19b4acc1e1dcea3ae6aead90fbc8e5f4b60c64b723e7aa12de784fe4
CATEGORIES:Conferences - Seminars
DESCRIPTION:Giovanni Gallavotti\n(Accademia dei Lincei and INFN\, Roma)\nG
 eneral\, model independent\, laws governing stationary states of systems o
 ut of equilibrium\, i.e. a Nonequilibrium Thermodynamis might be possible.
  As Equilibrium Thermodynamics it should be a macroscopoc manifestation of
  microscopic laws: in it the link between the two worlds has tradiionally 
 been the Ergodic hypothesis. Following Ruelle's theory of turbulence and d
 isordered motions the Caotic Hypothesis has been formulated proposing the 
 identication of Hyperbolic Systems as (one among the) the keys to set in m
 athematical characters (hence understand) properties of systems in station
 ary states. The Fluctuation Theorem is a macroscopic property reecting the
  underlying Time Reversal symmetry and it can be considered as an extensio
 n beyond the linear regime of Onsager Reciprocity.
LOCATION:CM 1 1 https://plan.epfl.ch/?room==CM%201%201
STATUS:CONFIRMED
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