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UID:8c5cf3135d854c59f2a3782d6a0f97d4
CATEGORIES:Special Colloquium
CREATED:20211215T092317
SUMMARY:Some Recent Results On Wave Turbulence: Derivation,  Analysis, Numerics and Physical Application
LOCATION:Zoom
DESCRIPTION:Abstract: Wave turbulence describes the dynamics of both classical and non-
 classical nonlinear waves  out of  thermal equilibrium. Recent mathematical
  interests on wave turbulence theory have the roots from the works of Bourg
 ain, Staffilani and Colliander-Keel-Staffilani-Takaoka-Tao. In this talk, I
  will present some of our recent results on wave turbulence theory. In the 
 first part of the talk, I will discuss our rigorous derivation of wave turb
 ulence equations. The second part of the talk is devoted to the analysis of
  wave turbulence equations as well as some numerical illustrations. The las
 t part concerns some physical applications of wave turbulence theory. The t
 alk is based on my joint work with Staffilani (MIT), Soffer (Rutgers), Pome
 au (ENS Paris), and Walton (PhD student at SMU).\n
X-ALT-DESC;FMTTYPE=text/html:<p style="margin-bottom: 7px; line-height: 106%;"><em>Abstract: Wave turbul
 ence describes the dynamics of both classical and non-classical nonlinear w
 aves&nbsp; out of&nbsp; thermal equilibrium. Recent mathematical interests 
 on wave turbulence theory have the roots from the works of Bourgain, Staffi
 lani and Colliander-Keel-Staffilani-Takaoka-Tao. In this talk, I will prese
 nt some of our recent results on wave turbulence theory. In the first part 
 of the talk, I will discuss our rigorous derivation of wave turbulence equa
 tions. The second part of the talk is devoted to the analysis of wave turbu
 lence equations as well as some numerical illustrations. The last part conc
 erns some physical applications of wave turbulence theory. The talk is base
 d on my joint work with Staffilani (MIT), Soffer (Rutgers), Pomeau (ENS Par
 is), and Walton (PhD student at SMU).</em></p>
CONTACT:Minh Binh Tran - SMU (Dallas, TX)
X-EXTRAINFO:This talk is for the local Rutgers Math Community only, Zoom links will be 
 sent by the Department Chair via email
DTSTAMP:20260921T025016
DTSTART;TZID=America/New_York:20211220T113000
DTEND;TZID=America/New_York:20211220T123000
SEQUENCE:0
TRANSP:OPAQUE
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