Prezentace

2009

Oberhuber T., Use of nVidia CUDA for Numerical Solution of PDEs, poster, Algoritmy 2009, March 15-20, 2009, Podbanske, organised by P. Frolkovič, A. Handlovičová, Z. Krivá, K. Mikula and D. Ševčovič, Slovak Republic.
Oberhuber T., Complementary finite volume scheme for the anisotropic surface-diffusion flow, short communication, Algoritmy 2009, March 15-20, 2009, Podbanske, organised by P. Frolkovič, A. Handlovičová, Z. Krivá, K. Mikula and D. Ševčovič, Slovak Republic.
Beneš M., Mikula K., Ševčovič D. and Oberhuber T., Comparison of the Level Set Method and Lagrangean approach for the Willmore flow of closed planar curves, short communication, ENUMATH 2009, June 29 -- July 3, 2009, Uppsala University, organised by the Division of Scientific Computing at the Department of Information Technology of Uppsala University, Uppsala, Sweden.

2007
Oberhuber T., Numerical scheme for the Willmore flow, poster, 6th International Congress on Industrial and Applied Mathematics, July, 16 - 20, 2007, ETH Zentrum, Zurich, organised by Rolf Jeltsch, ETH Zentrum, Zurich, Switzerland.
Beneš M., Mikula K., Ševčovič D. and Oberhuber T., Comparison of the Level Set Method and Lagrangean approach for the Willmore flow of closed planar curves, short communication, First Slovak-Austrian Mathematical Congress 2007, September 16-21, 2007, Podbanske, organised by K. Mikula, D. \"Olz and Ch. Schmeiser, Slovak Republic.

2006
Oberhuber T., Method fo lines for the Willmore flow, short communication, 7th World Congress on Computational Mechanics, July 16 - 22, 2006, Hyatt Regency Century Plaza Hotel, organised by Wing Kam Liu, Northwestern University and Jiun-Shyan Chen, University of California at Los Angeles, Los Angeles, California, USA.

Oberhuber T., Numerical scheme for the Willmore flow, poster, Czech-Japanese Seminar in Applied Mathematics 2006, September 14-16, 2006, Department of Mathematics, FNSPE CTU in Prague, organized by M. Beneš, Prague, Czech Republic.

2005
Oberhuber T., Method of lines for the Willmore flow, short communication, Equadiff 11, July 25 - 29, 2005, Bratislava, organized by M. Fila, P.Brunovsky, D. Sevcovic, Comenius University, Bratislava, Slovak Republic.

Oberhuber T., Method of lines for the Willmore flow, short communication, The second Czech-Japanese seminar in applied mathematics 2005, September 15-18, 2005, Kuju training center for the joint use of national universities in Kyushu, organized by M. Kimura, University of Kyushu, Fukuoka, Japan.

2003

Oberhuber, T., Numerical recovery of the signed distance function, short communication, Enumath 2003, August 18-22, 2003, Prague, organized by M. Feistauer, Charles University, Prague, Czech Republic.