Scalability and FETI based algorithm for large discretized variational inequalities. - Zdenek Dostál; David Horák (Math. Comput. Simul., 2003)

Scalable FETI with optimal dual penalty for a variational inequality. - Zdenek Dostál; David Horák (Numer. Linear Algebra Appl., 2004)

Description of Seismic Events Using Wavelet Transform. - Nina Castová; David Horák; Zdenek Kaláb (Int. J. Wavelets Multiresolution Inf. Process., 2006)

FETI-based algorithms for modelling of fibrous composite materials with debonding. - Zdenek Dostál; David Horák; Oldrich Vlach (Math. Comput. Simul., 2007)

Theoretically Supported Scalable FETI for Numerical Solution of Variational Inequalities. - Zdenek Dostál; David Horák (SIAM J. Numer. Anal., 2007)

A scalable FETI-DP algorithm with non-penetration mortar conditions on contact interface. - Zdenek Dostál; David Horák; Dan Stefanica (J. Comput. Appl. Math., 2009)

TFETI Coarse Space Projectors Parallelization Strategies. - Vaclav Hapla; David Horák (PPAM (1), 2011)

Use of Direct Solvers in TFETI Massively Parallel Implementation. - Vaclav Hapla; David Horák; Michal Merta (PARA, 2012)

Total FETI domain decomposition method and its massively parallel implementation. - Tomás Kozubek; Vít Vondrák; Martin Mensík; David Horák; Zdenek Dostál; Vaclav Hapla; Pavla Kabelíková; Martin Cermák (Adv. Eng. Softw., 2013)

FLLOP: A Massively Parallel Solver Combining FETI Domain Decomposition Method and Quadratic Programming. - Vaclav Hapla; Martin Cermák; Alexandros Markopoulos; David Horák (HPCC/CSS/ICESS, 2014)

On R-linear convergence of semi-monotonic inexact augmented Lagrangians for bound and equality constrained quadratic programming problems with application. - Zdenek Dostál; Tomás Brzobohatý; David Horák; Tomás Kozubek; Petr Vodstrcil (Comput. Math. Appl., 2014)

On R-linear convergence of semi-monotonic inexact augmented Lagrangians for saddle point problems. - Zdenek Dostál; David Horák; Petr Vodstrcil (Comput. Optim. Appl., 2014)

Solving Contact Mechanics Problems with PERMON. - Vaclav Hapla; David Horák; Lukás Pospísil; Martin Cermák; Alena Vasatová; Radim Sojka (HPCSE, 2015)

Total-FETI domain decomposition method for solution of elasto-plastic problems. - Martin Cermák; Vaclav Hapla; David Horák; Michal Merta; Alexandros Markopoulos (Adv. Eng. Softw., 2015)

Energy consumption optimization of the Total-FETI solver and BLAS routines by changing the CPU frequency. - David Horák; Lubomír Ríha; Radim Sojka; Jakub Kruzik; Martin Beseda (HPCS, 2016)

Implementation of the efficient communication layer for the highly parallel total FETI and hybrid total FETI solvers. - Lubomír Ríha; Tomás Brzobohatý; Alexandros Markopoulos; Marta Jarosová; Tomás Kozubek; David Horák; Vaclav Hapla (Parallel Comput., 2016)

Investigating Convergence of Linear SVM Implemented in PermonSVM Employing MPRGP Algorithm. - Jakub Kruzík; Marek Pecha; Václav Hapla; David Horák; Martin Cermák (HPCSE, 2017)

The READEX formalism for automatic tuning for energy efficiency. - Joseph Schuchart; Michael Gerndt; Per Gunnar Kjeldsberg; Michael Lysaght; David Horák; Lubomír Ríha; Andreas Gocht; Mohammed Sourouri; Madhura Kumaraswamy; Anamika Chowdhury; Magnus Jahre; Kai Diethelm; et al. (Computing, 2017)

The impact of enabling multiple subdomains per MPI process in the TFETI domain decomposition method. - Radim Sojka; David Horák; Vaclav Hapla; Martin Cermák (Appl. Math. Comput., 2018)

Steps to increase practical applicability of PragTic software. - Jirí Tomcala; Jan Papuga; David Horák; Václav Hapla; Marek Pecha; Martin Cermák (Adv. Eng. Softw., 2019)

Active set expansion strategies in MPRGP algorithm. - Jakub Kruzík; David Horák; Martin Cermák; Lukás Pospísil; Marek Pecha (Adv. Eng. Softw., 2020)

Comparison of selected FETI coarse space projector implementation strategies. - Jakub Kruzik; David Horák; Vaclav Hapla; Martin Cermák (Parallel Comput., 2020)

Comparison of active-set and gradient projection-based algorithms for box-constrained quadratic programming. - Serena Crisci; Jakub Kruzík; Marek Pecha; David Horák (Soft Comput., 2020)

Inner product free iterative solution and elimination methods for linear systems of a three-by-three block matrix form. - Owe Axelsson; Zhao-Zheng Liang; Jakub Kruzik; David Horák (J. Comput. Appl. Math., 2021)

Bounds on the spectra of Schur complements of large H-TFETI-DP clusters for 2D Laplacian. - Zdenek Dostál; David Horák; Tomás Brzobohatý; Petr Vodstrcil (Numer. Linear Algebra Appl., 2021)

Highly scalable hybrid domain decomposition method for the solution of huge scalar variational inequalities. - Zdenek Dostál; David Horák; Jakub Kruzík; Tomás Brzobohatý; Oldrich Vlach (Numer. Algorithms, 2022)

On the parallel solution of hydro-mechanical problems with fracture networks and contact conditions. - Jan Stebel; Jakub Kruzík; David Horák; Jan Brezina; Michal Béres (CoRR, 2023)

On favorable bounds on the spectrum of discretized Steklov-Poincaré operator and applications to domain decomposition methods in 2D. - Petr Vodstrcil; Dalibor Lukás; Zdenek Dostál; Marie Sadowská; David Horák; Oldrich Vlach; Jirí Bouchala; Jakub Kruzík (Comput. Math. Appl., 2024)

Accelerating MPGP-type Methods Through Preconditioning. - Jakub Kruzík; David Horák (CoRR, 2025)