Proceedings of the international conference ‘Applications of mathematics’, Prague, Czech Republic, May 2–5, 2012. In honor of the 60th birthday of Michal Křížek. (English) Zbl 1277.00031

Prague: Academy of Sciences of the Czech Republic, Institute of Mathematics (ISBN 978-80-85823-60-8/pbk). xxxi, 336 p. (2012).

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The articles of this volume will be reviewed individually.
Indexed articles:
Azari, Hossein; Liu, Tang; Zhang, Shuhua, Identification of parameters in parabolic inverse problems., 1-13 [Zbl 1313.35141]
Azari, H.; Parzlivand, F.; Zhang, S., A mesh free numerical method for the solution of an inverse heat problem., 14-30 [Zbl 1313.65255]
Brandts, Jan; van den Hooff, Jelle; Kuiper, Carlo; Steenkamp, Rik, From binary cube triangulations to acute binary simplices., 31-42 [Zbl 1313.65032]
Burda, Pavel; Novotný, Jaroslav; Šístek, Jakub, Analytical solution of Stokes flow near corners and applications to numerical solution of Navier-Stokes equations with high precision., 43-54 [Zbl 1313.76035]
Čertíková, Marta; Burda, Pavel; Šístek, Jakub, Numerical comparison of different choices of interface weights in the BDDC method., 55-61 [Zbl 1313.65318]
Dai, Xiaoying; He, Lianhua; Zhou, Aihui, Adaptive finite element analysis based on perturbation arguments., 62-71 [Zbl 1313.65300]
Dolejší, Vít, An adaptive \(hp\)-discontinuous Galerkin approach for nonlinear convection-diffusion problems., 72-82 [Zbl 1313.65302]
Ducomet, Bernard; Nečasová, Šárka, On the motion of rigid bodies in a compressible viscous fluid under the action of gravitational forces., 83-98 [Zbl 1313.76080]
Faragó, István; Havasi, Ágnes; Zlatev, Zahari, The convergence of explicit Runge-Kutta methods combined with Richardson extrapolation., 99-106 [Zbl 1313.65184]
Kárná, Lucie, Carcassonne – description of the game., 107-116 [Zbl 1313.91029]
Keslerová, Radka; Kozel, Karel, Steady and unsteady 2D numerical solution of generalized Newtonian fluids flow., 117-126 [Zbl 1313.76026]
Korotov, Sergey, On conforming nonobtuse tetrahedralizations of some cylindrical-type domains., 127-133 [Zbl 1313.65316]
Lin, Qun; Xie, Hehu, A multilevel correction type of adaptive finite element method for Steklov eigenvalue problems., 134-143 [Zbl 1313.65298]
Lin, Qun; Xu, Da; Zhang, Shuhua, Uniform \(L^1\) error bounds for semi-discrete finite element solutions of evolutionary integral equations., 144-162 [Zbl 1313.65336]
Louda, Petr; Kozel, Karel; Příhoda, Jaromír, On using artificial compressibility method for solving turbulent flows., 163-172 [Zbl 1313.76027]
Ludwig, Lars; Roos, Hans-Görg, Superconvergence for convection-diffusion problems with low regularity, 173-187 [Zbl 1313.65292]
Madden, Niall; Stynes, Martin, A curious property of oscillatory FEM solutions of one-dimensional convection-diffusion problems., 188-196 [Zbl 1313.65194]
Marek, Ivo, A sufficient condition for non-oscillatory behavior of some input/output models., 197-202 [Zbl 1313.93020]
Pořízková, Petra; Kozel, Karel; Horáček, Jaromír, Numerical comparison of unsteady compressible viscous flow in convergent channel., 203-213 [Zbl 1313.76067]
Pravda, Vojtěch, Algebraic classification of the Weyl tensor: selected applications., 214-223 [Zbl 1313.53029]
Pravdová, Alena, Algebraic classification of the Weyl tensor., 224-235 [Zbl 1313.53081]
Riečan, Beloslav, A strengthening of the Poincaré recurrence theorem on MV-algebras, 236-242 [Zbl 1313.60001]
Segeth, Karel, Smooth approximation and its application to some 1D problems., 243-252 [Zbl 1313.65017]
Šístek, Jakub; Mandel, Jan; Sousedík, Bedřich, Some practical aspects of parallel adaptive BDDC method., 253-266 [Zbl 1313.74121]
Somer, Lawrence, My twelve years of collaboration with Michal Křížek on number theory., 267-277 [Zbl 1313.11001]
Vejchodský, Tomáš, Computing upper bounds on Friedrichs’ constant., 278-289 [Zbl 1313.65296]
Vondrák, Jan, New model of precession, valid in time interval 400 thousand years., 290-299 [Zbl 1313.70009]
Yan, Ningning, Boundary element method for convex boundary control problems., 300-308 [Zbl 1313.65166]
Ženíšek, Alexander, On Křížek’s decomposition of a polyhedron into convex components and its applications in the proof of a general Ostrogradskij’s theorem., 309-316 [Zbl 1313.52015]
Zhang, Tie; Zhang, Shuhua; Azari, Hossein, Finite element analysis for a regularized variational inequality of the second kind., 317-331 [Zbl 1313.65176]


00B25 Proceedings of conferences of miscellaneous specific interest
00B30 Festschriften
00A69 General applied mathematics

Biographic References:

Křížek, Michal