KOZUBEK, T.; VONDRÁK, V.; MENŠÍK, M.; HORÁK, D.; DOSTÁL, Z.; V. HAPLA, V.; KABELÍKOVÁ, P., ČERMÁK, M. Total FETI domain decomposition method and its massively parallel implementation, Advances in Engineering Software. Volume 60 – 61, p. 14-22. Doi: 2013.


KUČERA, R.; KOZUBEK, T.; MARKOPOULOS, A. On large-scale generalized inverses in solving two-by-two block linear systems, Linear Algebra and its Applications. Volume 438, Issue 7, p. 3011-3029. Doi: 10.1016/j.laa.2012.09.027. 2013.


NOVÁK, J.; KUČEROVÁ, A.; ZEMAN, J. Microstructural enrichment functions based on stochastic Wang tilings. In Modelling and Simulation in Materials Science and Engineering. Volume 21, No. 2. Doi: 2013.


AXELSSON, O. Preconditioners for Some Matrices of Two-by-Two Block Form, with Applications, I. In Springer Proceedings in Mathematics & Statistics. Volume 45, p. 45 – 67. 2013.


AXELSSON, O.; BLAHETA, R.; SYSALA, S.; AHMAD, B. On the solution of high order stable time integration methods. In Boundary Value Problems, Springer Verlag. Doi: 2013.


BLAHETA, R.; JAKL, O.; STARÝ, J.; TURAN, E. Parallel Solvers for Numerical Upscaling. P. Manninen and P. Oster (Eds.): PARA 2012, LNCS 7782. Volume 7782, p. 375 – 386. 2013


HASLINGER, J.; KUČERA, R. T-FETI based algorithm for 3D contact problems with orthotropic friction. In Lecture Notes in Applied and Computational Mechanics. Volume 56, p. 131-149. Doi: 2013


LAMPART, M.; ZAPOMĚL, J. Dynamics of the electromechanical system with impact element. In Journal of Sound and Vibration. Volume 332, Issue 4, p. 701 – 713. Doi: 2013


GARCIA GUIRAO, J. L; LAMPART, M.; ZHANG, G. H. On the dynamics of a 4d local Cournot model. In Applied mathematics & information sciences. Volume 7, No. 3, p. 857-865.Doi: 2013




DOSTÁL, Z.; KOZUBEK, T.; BRZOBOHATÝ, T.; MARKOPOULOS, A.; VLACH, O. Scalable TFETI with optional preconditioning by conjugate projector for transient frictionless contact problems of elasticity, Comput. Methods Appl. Mech. Engrg. Doi: 2012.


KUČERA, R.; KOZUBEK, T.; MARKOPOULOS, A.; MACHALOVÁ, J. On the Moore-Penrose inverse in solving saddle-point systems with singular diagonal blocks, Numerical Linear Algebra with Applications. Volume 19, Issue 4, p. 677-699, doi: 2012.


DOSTÁL, Z.; KOZUBEK, T.; MARKOPOULOS, A.; BRZOBOHATÝ, T.; VONDRÁK, V.; HORYL, P. A theoretically supported scalable TFETI algorithm for the solution of multibody 3D contact problems with friction, Computer Methods in Applied Mechanics and Engineering. Volume 205, Special Issue SI, p. 110-120. Doi: 2012.


VÍTEK, A.; OFIALA, A.; KALUS, R. Thermodynamics of water clusters under high pressures. A case study for (H2O)15 and (H2O)15CH4. Physical Chemistry Chemical Physics. Volume 14, Issue 44, p.
15509-15519. Doi: 2012.


JANEČEK, I.; JANČA, T.; NAAR, P.; RENARD, F.; KALUS, R.; GADEA, F. X. Multiscale non-adiabatic dynamics with radiative decay, case study on the post-ionization fragmentation of rare-gas tetramers, Europhys. Lett. Volume 98, Issue 3, Article Number 33001. Doi: 2012.


HORYL, P.; ŠŇUPÁREK, R. Reinforcing Measures of Steel Roadway Support in Rockburst Prone Areas, Archives of Mining Sciences. Volume 57, Issue 1, p. 193-208. Doi: 2012.


HAPLA, V.; HORÁK, D. TFETI coarse space projectors parallelization strategies, Lecture Notes in Computer Science. Volume 7203, Issue PART 1, p. 152-16. Doi: 2012.


LAMPART, M. Stability of the Cournot equilibrium for a Cournot oligopoly model with n competitors. In Chaos, Solitons & Fractals . Volume 45, Issues 9 – 10, p. 1081-1085. Doi: 2012.


SYSALA, S. Application of a modified semismooth Newton method to some elasto-plastic problems. In Mathematics and Computers in Simulation. Volume 82, Issue 10, p. 2004-2021. Doi: 2012.


TICHÝ, T. An Application of an n-dimensional Fuzzy Smoothing Filter in Financial Modeling. In BEIAC 2012 - 2012 IEEE Business, Engineering and Industrial Applications Colloquium. p. 231-236.2012.


DOSTÁL, Z.; KOZUBEK, T. An optimal algorithm and superrelaxation for minimization of a quadratic function subject to separable convex constraints with applications, Mathematical Programming. Doi: 2011.