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Publications

2009
Oberhuber T., Complementary finite volume scheme for the anisotropic surface diffusion flow, Proceedings of Algoritmy 2009, 2009, Handlovičová A., Frolkovič P., Mikula K. and Ševčovič D. (ed.), pages 153-164, ISBN 978-80-227-3032-7, PDF BIB

2007
Beneš M., Mikula K., Oberhuber T. and Ševčovič D., Comparison study for Level set and Direct Lagrangian methods for computing Willmore flow of closed planar curves, Computing and Visualization in Science, 2009, vol. 12, pages 307-317, DOI 10.1007/s00791-008-0112-2, PDF BIB
Cited by:

  1. Beneš M., Pauš P., Algorithm for topological changes of parametrically described curves, Proceedings of ALGORITMY 2009, 2009, Handlovičová A., Frolkovič P., Mikula K. and Ševčovič, D. (ed.), pp. 176–184.

2006

Oberhuber T., Finite difference scheme for the Willmore flow of graphs, Kybernetika, vol. 43, pages 855-867, ISSN 0023-5954, PDF BIB

2005

Oberhuber T., Numerical solution for the Willmore flow of graphs, Proceedings of Czech-Japanese Seminar in Applied Mathematics 2005, Beneš M., Kimura M. and Nakaki T. (ed.), Vol. 3, 2005, pages 126-138, ISSN 1881-4042, PDF BIB
Cited by:

  1. Beneš M., Numerical solution for surface diffusion on graphs,Proceedings of Czech-Japanese Seminar in Applied Mathematics 2005, Beneš M., Kimura M. and Nakaki T. (ed.), Vol. 3, 2005, pages 9-25, ISSN 1881-4042.
  2. Xu Y., Shu C. W., Local discontinuous Galerkin method for surface diffusion and Willmore flow of graphs, Journal of Scientific Computing, 2009, Springer, pp. 375–390.

Oberhuber T., Computational study of the Willmore flow on graphs, Proceedings of Equadiff-11, Fila M., Handlovičová A., Mikula K., Medved M., Quittner P. and Ševčovič D. (ed.), 2005, pages 321-331, ISBN 978-80-227-2624-5, PDF BIB

Beneš M., Mikyška J. and Oberhuber T., editors, Proceedings of the Czech Japanese Seminar in Applied Mathematics, Prague: Faculty of Nuclear Sciences and Physical Engineering, Czech Technical University in Prague, 2005, ISBN 80-01-03181-0.

Bednařík P., Beneš M., Mikyška J. and Oberhuber T., Quench Tank Internal Geometry Optimization, Internal report No. 1-06, DČ No. 4006002, Department of Mathematics, FNSPE CTU in Prague, 2006.

Bednařík P., Beneš M., Mikyška J. and Oberhuber T., Quench Tank Internal Geometry Optimization II, Internal report No. 2-06, DČ No. 4006002, Department of Mathematics, FNSPE CTU in Prague, 2006.

Beneš M., Mikyška J. and Oberhuber T., Quench Tank Internal Geometry Optimization - Addendum, Internal report No. 3-06, DČ No. 4006002, Department of Mathematics, FNSPE CTU in Prague, 2006.

2004
Oberhuber T., Numerical recovery of the signed distance function, Proceedings of Czech-Japanese Seminar in Applied Mathematics 2004, Vol. 3, 2004, pages 162-178, ISBN 80-01-03181-0, PDF BIB

Makovička, J., Straka, R., Oberhuber, T., Beneš, M., Industrial simulation of multi-phase flow by means of continuum mechanics, peer reviewed Technical Report No.1-04, MPO No. 1H-PK/22, Department of Mathematics, FNSPE CTU Prague, 2004.