"바카라 배팅 법바카라 배팅 법바카라 배팅 법바카라 배팅 법바카라 배팅 법바카라 배팅 법바카라 배팅 법바카라 배팅 법 “The Ring of Brownian motion :
              the good, the bad and the simply silly”


  
ØSpeaker : Prof. Peter Hänggi (University of Augsburg, Germany)
ØPlace : #512, Hogil Kim Memorial Bldg., POSTECH
ØDate & Time : June 8 (Mon), 15:00


  
ØAbstract

Since the turn of the 20-th century Brownian hiss has continuously disclosed a rich variety of phenomena
in and around physics. The understanding of this jittering motion of suspended microscopic particles has
undoubtedly helped to reinforce and substantiate those pillars on which the basic modern physical theories
are resting: Its formal description provided the key to바카라 배팅 법great바카라 배팅 법achievements바카라 배팅 법in바카라 배팅 법statistical바카라 배팅 법mechanics,바카라 배팅 법the
foundations바카라 배팅 법of바카라 배팅 법quantum바카라 배팅 법mechanics바카라 배팅 법and바카라 배팅 법also바카라 배팅 법astrophysical바카라 배팅 법phenomena,바카라 배팅 법 to바카라 배팅 법name only바카라 배팅 법a바카라 배팅 법few바카라 배팅 법[1].
Brownian motion determines the rate limiting step in most transport phenomena바카라 배팅 법via바카라 배팅 법escape바카라 배팅 법events
hat help to overcome obstructing bottlenecks [2], or triggers oscillatory dynamics in excitable media [3].
Although noise is usually thought of as the enemy of order it in fact also can be of constructive influence.
The phenomena of Stochastic Resonance [4,5] and Brownian motors [6,7] present two such archetypes
wherein random Brownian dynamics together with unbiased nonequilibrium forces beneficially cooperate in
enhancing detection and/or in facilitating directed transmission of information. The applications range from
innovative information processing devices in physics, chemistry, and in physical biology to new hardware
for medical rehabilitation. Particularly, those additional non-equilibrium disturbances enable the rectification
of haphazard Brownian noise so that quantum and classical objects can be바카라 배팅 법directed바카라 배팅 법around바카라 배팅 법on바카라 배팅 법a바카라 배팅 법priori
designed routes (Brownian motors). Despite its thrilling manifold successes Brownian motion nevertheless
is not the Theory of Everything, as is revealed by some more doubtful applications.    

  
Contact Person : Prof. Wokyung Sung(054-279-2061, wsung@postech.ac.kr)
"