Doctoral dissertations
Defended

• Piotr Gurgul, Linear computational cost solvers for adaptive computations defended October 31, 2014 (with Dean's award)
• Arkadiusz Szymczak, Petri nets controlled adaptive PDE solvers defended May 29, 2015 (with Dean's award)
• Marcin Sieniek, Adaptive strategies for multi-scale problems defended November 5, 2015 (with Dean's award)
• Maciej Wozniak, Trace theory based isogeometric finite element method parallel direct solvers for different architectures defended October 20, 2017 (with Dean's award)
• Marcin Los, Efficient algorithms for non-stationary problem simulations on parallel architectures defended June 26, 2019 (with Dean's award)
• Grzegorz Gurgul, Designing distributed alternating-directions solvers for isogeometric finite element method analysis defended February 10, 2021 (with Dean's award)
• Konrad Jopek, Parallel multi-thread multi-frontal solvers using element partition trees defended August 31, 2021
• Krzysztof Podsiadlo, Efficient algorithms for three-dimensional computational mesh generations and air pollution simulations based on hypergraph grammars defended November 3, 2022 (with ECCOMAS award)
• Tomasz Sluzalec, Neural networks for stabilization and hp-adaptation of finite element method simulation defended November 22, 2023 (with Dean's award)
• Marcin Skotniczny, Algorithms for fast simulations of space-time adaptive finite element methods defended January 19, 2024

In progress

• Pawel Maczuga (in progress)
• Maciej Sikora (in progress)
• Askold Vilkha (in progress)
• Magdalena Pabisz (in progress)