Navier-Stokes Equations

September-December, 2013, and March-May, 2014


Lectures

Instructor: Tai-Peng Tsai, UBC Math.

Lecture notes are updated weekly. The link will be distributed by the instructor.

These lectures are given while I visit the Center for Advanced Study in Theoretical Sciences (CASTS) of the National Taiwan University (NTU) in the academic year 2013-2014. They are delivered in a seminar series run by Professor Chang-Shou Lin.

Fall 2013 meeting time: Tuesday 9:10am to 11:50am,

Spring 2014 meeting time: Wednesday 9:30am to 11:30am,


Minicourses

  1. March 4 - March 11, 2014
    Professor Yasunori Maekawa, Tohoku University, Sendai, Japan
    homepage, photo
    Minicourse time: 9:30am-12:00noon, Wednesday March 5 and Thursday March 6, 2014
    Title: On the inviscid limit problem for viscous incompressible flows in the half plane - Approach from vorticity formulation
    Abstract: abstrtact

  2. March 16 - March 22, 2014
    Professor Mikhail Korobkov, Sobolev Institute of Mathematics, Novosibirsk, Russia
    homepage, lab, photo
    Minicourse time: 9:30am-12:00noon, Wednesday March 19 and Thursday March 20, 2014
    Title: On the Morse-Sard theorem for the sharp case of Sobolev mappings and applications in fluid mechanics
    Abstract: abstrtact, slides for both days.


Guest lectures

  1. Dec 10, 2013
    Professor Hideo Kozono, Waseda University
    Uniqueness of weak solutions of the Navier-Stokes equations in general unbounded domains

  2. February 11 - 24, 2014, in Academia Sinica
    Professor Tetsu Mizumachi, Kyushu University, hosted by Professor Derchyi Wu
    Title: Stability of line solitons for the KP-II equation in R^2
    Abstract: abstrtact


Math Institutes in NTU campus

  1. NTU Campus Math Calendar
  2. Center for Advanced Study in Theoretical Sciences (CASTS), NTU
  3. Department of Mathematics, NTU
  4. Institute of Mathematics, Academia Sinica
  5. National Center for Theoretical Sciences (NCTS), Taipei Office
  6. Taida Institute for Mathematical Sciences (TIMS), NTU