Talks at seminars in foreign countries
2012
- Mar. 15th, Applied Mathematics Seminar at The University of Pau
(Pau, France)
Title: "A potential theory with point vortices in multiply
connected domains with slits"
2009
- Feb. 4th, Applied Mathematics Seminar at The University of Warick,
(Warick, UK)
Title: "Blow-up and global solutions for systems relate to the
Constantin-Lax-Majda equation"
- Mar. 4th, Applied Mathematics Seminar at The University of
Sheffield,
(Sheffield, UK)
Title: "Dynamics of point vortices in multiply connected domains"
2008
- Oct. 10th, SP2RC Seminar at the University of Sheffield (Sheffield, UK)
Title: " The N-vortex problem on sphere. "
- Oct. 12-16th, IUTAM Symposium: 150 Years of Vortex Dynamics
Technical University of Denmark, Copenhagen, Denmark.
- Dec. 5th, Applied Math Seminar at Imperial College(London, UK)
Title: " Motion of a polygonal ring of point vortices on a sphere "
2005
- Nov. 18th, Seminar at Univ. of Michigan (Ann Arbor, USA),
Title "A reduction method for the N vortex-point system on a sphere with pole vortices ", Nov. 18th 2005.
- Nov. 30th, Seminar at Univ. of Southern California (Los Angeles, USA),
Title: "Invariant dynamical systems embedded in the N-vortex points system on a sphere with pole vortices"
2003
- Nov. 21st, Seminar on Applied Math. at Univ. of Michigan (Ann Arbor, MI USA)
Title "Motion of vortex sheet on sphere with pole vortices."
2002
- Nov. 20, Seminar on partial differential equations at Univ. of Michigan (Ann Arbor, MI USA)
Title "Blow-up solutions of the Constantin-Lax-Majda equation with a generalized viscosity term "
2001
- June 19, Nonlinear Seminar at Univ. of Michigan (Ann Arbor, MI USA)
Title "A motion of a two-dimensional vortex sheet and a model spiral "
2000
- Dec. 12, Applied Math Seminar at UCLA(Los Angels, CA USA)
Title "On a motion of a two-dimensional vortex sheet beyond singular time. "
1997
- Dec 1. Nonlinear Seminar at Univ. of Michigan (Ann Arbor, MI USA)
2Title "The application of Draghicescu's fast summation method to the motion
of 2-D vortex sheet."
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