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Stanislav HenclView profile

Professor

• Mathematical Analysis
• Sobolev Spaces
• Geometric Function Theory
• +3 more

Prof. Stanislav Hencl is a faculty member at the Department of Mathematical Analysis , Faculty of Mathematics and Physics , Charles University in Prague. His research focuses on mathematical analysis, particularly on Sobolev mappings, finite distortion theory, and their applications to nonlinear elasticity and geometric function theory. Research Interests : Sobolev spaces, geometric function theory, nonlinear elasticity, measure theory, and partial differential equations. Students : Supervised 18 PhD, master's, and bachelor's theses, including Jaromír Mielec (Sobolev mappings extensions), Ondřej Bouchala (noncompactness of Sobolev embeddings), and Anna Doležalová (nonlinear mapping classes). Key Publications : Monograph Lectures on mappings of finite distortion (Springer, 2014) and 15+ recent works on Sobolev homeomorphism properties, injectivity, and energy functionals. Contact : Office K255, Karlín campus, email Stanislav.Hencl@mff.cuni.cz and hencl@karlin.mff.cuni.cz .

Jaroslav HronView profile

Associate Professor

• Fluid Mechanics
• Biomechanics
• Numerical Analysis
• +3 more

Dr. Jaroslav Hron is an Associate Professor at the Department of Numerical Mathematics within the Faculty of Mathematics and Physics at Charles University in Prague, Czech Republic. His primary research focuses on fluid mechanics, biomechanics, and numerical analysis, with particular expertise in fluid-structure interaction problems and their applications to cardiovascular mechanics. Dr. Hron's research interests span fluid mechanics, biomechanics, numerical analysis, and computational mathematics. His work primarily investigates fluid-structure interaction problems, particularly as they apply to cardiovascular mechanics and hemodynamics. He has made significant contributions to the understanding of non-Newtonian fluids, pressure-dependent viscosities, and the development of advanced numerical methods for solving complex fluid flow problems. His research often bridges the gap between theoretical mathematics and practical applications in biomedical engineering. Analysis of his recent publications reveals a strong focus on cardiovascular applications, particularly in determining pressure data from velocity measurements and modeling blood flow in complex geometries. His work demonstrates a consistent progression from theoretical considerations to practical applications in biomechanics, with increasing emphasis on computational methods for fluid-structure interaction problems. The research shows interdisciplinary collaboration across mathematics, engineering, and medical fields. Dr. Hron has been actively involved in academic advising and research supervision, contributing to the development of computational methods in fluid mechanics. His work has established important benchmarks in fluid-structure interaction simulation, particularly in hemodynamic applications. His laboratory work primarily focuses on computational fluid dynamics and fluid-structure interaction, with applications to cardiovascular mechanics. He has developed and refined numerical methods for simulating complex fluid behaviors, particularly those relevant to biological systems.

• Philosophy
• Hermeneutics
• Mathematical Modeling
• +3 more

Alice Kliková is a researcher at the Center for Phenomenological Research (a joint institution of the Faculty of Arts, Charles University and the Academy of Sciences of the Czech Republic) and teaches Introduction to Hermeneutics at the Faculty of Humanities, Charles University. With a dual background in Mathematics and Philosophy, she bridges computational science and hermeneutic theory. Education: Ph.D. in Mathematics, Faculty of Mathematics and Physics, Charles University (2000) RNDr. (Doctor of Natural Sciences), Faculty of Music and Dramatic Arts, Charles University (2000) Master's in Integral Human Studies (Philosophical Anthropology focus), Faculty of Humanities, Charles University Mgr. in Mathematics, Faculty of Mathematics and Physics, Charles University (1997) Doctoral studies in Philosophy under dual supervision at University of Paris X, Nanterre Her research integrates mathematical modeling of fluid dynamics with philosophical hermeneutics and phenomenology. Early work focused on adaptive methods for Euler/Navier-Stokes equations, while recent scholarship examines Czech science policy and civil society. This interdisciplinary approach reveals deep connections between computational precision and interpretive frameworks in understanding complex systems. Publications show a clear trajectory from technical computational mathematics (adaptive mesh refinement, error estimation) to philosophical-social critique (science policy, hermeneutics). The mathematical works emphasize numerical robustness in fluid dynamics, while later articles analyze societal structures through phenomenological lenses—demonstrating how methodological rigor transcends disciplinary boundaries. Scientific Awards: Josef Hlávka Prize (2000) 'Talent 97' recognition by Czech Education Minister (1998) European Commission scholarship for Young European Forum (1998) French government research scholarships (1998, 2000-2001) Multiple Dean's extraordinary scholarships (1997-1999) Kliková secured significant international funding including French government doctoral scholarships and CEFRES research grants. She co-organizes student debate forums on EU integration and Czech politics since 1999 and served as Impuls 99 spokesperson (2000). While no formal advisees are documented, her industry collaboration with BENZ HMB Czech since 1995 demonstrates applied research impact in paper industry control systems. As a core member of the Center for Phenomenological Research and the Student Club at the Center for Theoretical Studies, she bridges academic theory with civic engagement through regular seminars on hermeneutics, mathematical modeling, and methodology of human/natural sciences.

• Numerical methods for partial differential equations
• Discontinuous Galerkin method
• Mesh adaptation
• +5 more

Vit Dolejsi is a Professor at the Department of Numerical Mathematics , Faculty of Mathematics and Physics , Charles University in Prague . He holds a PhD in Mathematical Modeling and Mechanics from Charles University and Universite Mediterranee. His research focuses on Numerical methods for partial differential equations with applications in Fluid dynamics , particularly using Discontinuous Galerkin methods and Anisotropic mesh adaptation . Phone: [+420] 95155 3373 Email: vit.dolejsi@matfyz.cuni.cz Office: Sokolovska 83, 186 75 Praha 8 - Karlin, Czech Republic Research Interests : Numerical methods for nonlinear PDEs High-order adaptive DG schemes Error estimation and adaptivity Compressible and incompressible flow simulations Applications in porous media and atmospheric modeling Algebraic and discretization error control Publications & Contributions : Authored monographs on Anisotropic hp-Mesh Adaptation (2022) and Discontinuous Galerkin Method (2015) Published 15+ journal papers (2015-2025) on DG methods, mesh adaptation, and error analysis Developed freely available CFD software implementations Contributed to hp-adaptive algorithms and space-time DG for nonlinear problems

• Numerical Analysis
• Computational Mathematics
• Applied Mathematics
• +2 more

Jiří Felcman serves as an Associate Professor in the Department of Numerical Mathematics at the Faculty of Mathematics and Physics, Charles University. His office is located in room K 462 (4th floor, Karlín building, Sokolovská 49/83, Prague 8) with contact details including phone 95155 3392 and email felcman@karlin.mff.cuni.cz. He actively participates in faculty governance through advisory bodies of the faculty management. His research centers on advanced numerical methodologies, particularly in computational solutions for partial differential equations and finite element analysis. His work bridges theoretical mathematics with practical engineering applications, focusing on algorithmic efficiency and numerical stability in complex systems. Primary research domains include scientific computing, mathematical modeling, and computational fluid dynamics. Professor Felcman maintains significant teaching responsibilities with documented course schedules and exam administrations. His academic contributions extend to supervision of student theses and research projects, as evidenced by references to supervised work in institutional records. While specific grant details are unavailable, his departmental role suggests involvement in Czech and EU-funded computational mathematics initiatives.

• Numerical Mathematics
• Applied Mathematics
• Computational Mathematics
• +3 more

Miloslav Feistauer serves as a Professor in the Department of Numerical Mathematics, contributing to academic instruction and research within his specialized field. His workplace designation confirms active engagement in departmental duties including teaching and examinations. His research focuses on Numerical Mathematics , with expertise spanning computational methods for partial differential equations, finite element analysis, and fluid dynamics simulations. This work bridges theoretical mathematics with practical engineering applications, particularly in modeling complex physical systems. Professor Feistauer has received significant recognition for his scholarly contributions: Doctor Honoris Causa He actively supervises graduate research, as indicated by supervised work documentation, though specific student names and thesis topics remain unlisted in available sources. His academic responsibilities include structured teaching schedules and examination administration, reflecting ongoing institutional involvement.

• Numerical Analysis
• Applied Mathematics
• Scientific Computing
• +3 more

Martin Vohralík is a Professor at the French Institute for Research in Computer Science and Automation (INRIA) within the Department of Numerical Mathematics, focusing on advanced computational methodologies for mathematical problem-solving. His research spans core areas of numerical mathematics, with emphasis on algorithmic innovation and theoretical rigor. Key interests include: Numerical Analysis Partial Differential Equations Finite Element Methods Scientific Computing Computational Mathematics Applied Mathematics Professor Vohralík actively supervises graduate students and contributes to academic instruction, as evidenced by teaching schedules and supervised works documentation. His institutional role integrates research with educational responsibilities at INRIA.

Martin LanzendörferView profile

Assistant Professor

• Fluid Dynamics
• Hydrogeology
• Mathematical Modeling
• +5 more

Martin Lanzendörfer is an Assistant Professor at the Institute of Hydrogeology, Engineering Geology and Applied Geophysics, Faculty of Science, Charles University, Prague. His career spans roles at the Mathematical Institute of Charles University (2003–2017) and part-time research at the Institute of Computer Science, Academy of Sciences of the Czech Republic (2011–2016). Education: Ph.D. in Mathematical and Computer Modelling (2011), Mgr. in Mathematical Modeling (2003), both from Charles University. Research focuses on fluid dynamics in porous media, non-Newtonian fluids , and mathematical modeling of groundwater systems. His work bridges continuum mechanics with applications in hydrogeology and engineering geology. Recent publications explore shear-thinning fluids in groundwater remediation, pressure-dependent viscosity in lubrication, and internal erosion in fractured environments. Collaborations span geophysics, planetary science, and computational methods. Scientific Awards: Junior Research Fellow at Nečas Center for Mathematical Modeling (2011–2013). Teaching includes Groundwater Hydraulics , Numerical Modeling , and Mechanics of Fluids , with supervision of theses on porosimetry, erosion, and well clogging. He actively uses FEFLOW software for practical training.

Karel TůmaView profile

Assistant Professor

• Non-Newtonian Fluids
• Viscoelastic Materials
• Finite Element Method
• +4 more

Karel Tůma is an Assistant Professor at the Mathematical Institute within the Faculty of Mathematics and Physics at Charles University in Prague. His research focuses on computational modeling of complex fluid behaviors, particularly non-Newtonian and viscoelastic fluids, using Finite Element Methods. He actively contributes to two GAČR-funded research teams investigating complex fluid dynamics and fluid-structure interactions , and serves as a junior researcher at the University Center for Mathematical Modeling. Education RNDr. in Physics (Mathematical and Computational Modeling, 2014) Ph.D. in Physics (Mathematical and Computational Modeling, 2014) MSc in Mathematics (Mathematical Modeling in Physics and Technology, 2008) Bc. in General Mathematics (2006) Research Focus Dr. Tůma's work spans thermodynamics of complex materials, numerical methods for fluid-structure interactions, and phase-field modeling of material transformations. Key areas include: Development of thermodynamically consistent models for viscoelastic fluids and solids Finite Element simulations of contactless solid-fluid interactions Computational analysis of martensitic transformations in shape-memory alloys Publication Trends His recent articles (2021-2025) predominantly address advanced computational mechanics challenges, with strong emphasis on: fluid-structure interaction algorithms, non-Newtonian fluid modeling, thermomechanical coupling in materials, and novel numerical schemes for partial differential equations. Over 70% involve finite element implementations. Research Teams Dr. Tůma collaborates in multiple research groups: Josef Málek's GAČR team (complex fluid behavior) Sebastian Schwarzacher's GAČR team (fluid-structure interactions) University Center for Mathematical Modeling (applied analysis)

Petr KnoblochView profile

Associate Professor

• Numerical Analysis
• Finite Element Methods
• Convection-Diffusion-Reaction Equations
• +3 more

Petr Knobloch is an Associate Professor at Charles University's Faculty of Mathematics and Physics, Department of Numerical Mathematics. He has held this position since 2007, following his appointment as Assistant Professor in 1997. His research focuses on numerical methods for partial differential equations, particularly finite element methods for convection-diffusion-reaction problems. Knobloch earned his Dr. rer. nat. (summa cum laude) from Otto-von-Guericke Universität Magdeburg in 1996 with a dissertation on "Solvability and Finite Element Discretization of a Mathematical Model Related to Czochralski Crystal Growth." His academic career includes postdoctoral work at Otto-von-Guericke Universität Magdeburg (1996-1997) before joining Charles University. His research interests include: Numerical Analysis of Partial Differential Equations Finite Element Methods Stabilized Numerical Schemes for Convection-Diffusion Problems Discrete Maximum Principle Algebraic Flux Correction Knobloch's recent publications (2021-2025) demonstrate his continued focus on developing and analyzing numerical methods for convection-diffusion-reaction equations. His work spans theoretical analysis of numerical schemes, development of stabilized methods, and applications to problems in computational fluid dynamics and mathematical biology. A significant portion of his recent work involves algebraic stabilization techniques, mesh adaptation strategies, and the preservation of physical properties like the discrete maximum principle in numerical solutions. His scientific achievements have been recognized with several awards: Babuška prize (1996) Award of the Faculty of Mathematics of the University Magdeburg (1997) Bernardo Bolzano prize (2000) As an educator, Knobloch has supervised 3 PhD theses, 12 Master's theses, and 3 Bachelor's theses. He teaches courses on partial differential equations, functional analysis, finite element method, and finite difference method. His research has involved collaborations with mathematicians across Europe, including multiple research stays in Germany and France.

• Numerical Analysis
• Matrix Computations
• Krylov Subspace Methods
• +3 more

Petr Tichý is an Associate Professor at the Department of Numerical Mathematics, Faculty of Mathematics and Physics, Charles University. He specializes in numerical analysis, matrix computations, and Krylov subspace methods. His work focuses on error estimation in iterative methods and the convergence properties of algorithms like the conjugate gradient method. Education: Ph.D. in Scientific Computations, Charles University (2002) M.S. in Computational Mathematics, Charles University (1997) Research Interests: His research emphasizes numerical linear algebra, including matrix approximations, CG algorithm stability, and the development of efficient error estimation techniques. He has contributed to the analysis of block conjugate gradient methods, Gauss-Radau error bounds, and the theoretical foundations of Krylov subspace methods. Publications: Tichý has authored over 30 peer-reviewed articles and a book on error norm estimation in conjugate gradient algorithms. His recent work includes studies on matrix best approximation and the behavior of error estimates in iterative solvers. Awards: Dean's Award for Best Book (2024) Jaroslav Jirsa Prize (2013) Otto Wichterle Prize (2007) Ivo Babuška Prize (2002) Grants & Collaborations: He has led projects funded by GACR and participated in EU initiatives. Collaborators include Gerard Meurant, Vance Faber, and Jörg Liesen.

• Numerical Analysis
• Mathematics
• Computational Mathematics
• +2 more

Jaroslav Haslinger is a Professor in the Department of Numerical Mathematics, focusing on advanced computational methodologies and mathematical theory development. His research spans core areas of applied mathematics with emphasis on: Numerical solutions of partial differential equations Finite element methods Optimization in mathematical modeling Computational fluid dynamics applications Error analysis in numerical schemes Mathematical foundations of scientific computing Professor Haslinger actively supervises graduate research, as evidenced by his supervised academic work listings, contributing to the next generation of mathematical scientists through thesis guidance and scholarly mentorship.

• Numerical Mathematics
• Applied Mathematics
• Computational Mathematics
• +2 more

Irena Vaňatová is a researcher at the Department of Numerical Mathematics within the Faculty of Mathematics and Physics at Charles University in Prague. Based at the Karlín campus (Sokolovská 49/83, Prague 8), she maintains an office in room K 410 on the 4th floor and is accessible via email and institutional phone. Her research centers on numerical analysis and computational mathematics, with specialized focus on partial differential equations and finite element methods. This work supports advanced mathematical modeling and simulation within applied mathematics contexts, contributing to the department's core mission in theoretical and practical computational techniques. Contact details are available through her institutional email vanatova@karlin.mff.cuni.cz and phone number +420 95155 3123. Her professional homepage at http://www.karlin.mff.cuni.cz/~vanatova/ provides additional technical resources and departmental affiliations.

• Geophysics
• Physical Geodesy
• Gravitational Field Theory
• +5 more

Prof. Zdeněk Martinec is Professor of Geophysics at Charles University, Faculty of Mathematics and Physics (Prague, Czech Republic) and concurrently holds a research affiliation with the Dublin Institute for Advanced Studies . Since 1977 he has been continuously active at Charles University, becoming Associate Professor in 1993 and full Professor in 1999. Education: 1976 – RNDr., Geophysics, Charles University, Faculty of Mathematics and Physics 1993 – Associate Professor (Docent) 1999 – Full Professor of Geophysics Research interests lie at the intersection of geophysics, applied mathematics and satellite geodesy . He develops theoretical and numerical models for the Earth’s gravitational and electromagnetic fields, mantle convection, glacial-isostatic adjustment, and the rotation of a non-rigid Earth. A central theme is the solution of boundary-value problems in spherical and ellipsoidal geometries, with applications to satellite gravity missions (GRACE, GOCE) and altimetry (ICESat, Envisat). Additional foci include electromagnetic induction in the heterogeneous mantle, physical geodesy, and the thermo-mechanical modelling of polar ice sheets. Scientific output comprises more than 150 peer-reviewed publications and a research monograph, spanning 1976-2015. The article portfolio clusters around four dominant strands: (i) spectral-finite element and variational methods for potential-field problems, (ii) viscoelastic and thermo-mechanical modelling of the solid Earth and cryosphere, (iii) satellite-data inversion for present-day mass transport and sea-level change, and (iv) electromagnetic induction studies using geomagnetic observatory and satellite data. Awards & distinctions: DrSc. degree (Doctor of Sciences, Academy of Sciences of the Czech Republic) Long-term visiting scientist, GeoForschungsZentrum Potsdam (Germany) Invited professor/researcher, universities and institutes in Sweden, Canada and Iran Doctoral supervision & grants: Principal supervisor of 8 completed PhD theses (1990-2012) and 4 ongoing students Principal investigator on multiple Czech Science Foundation and EU framework projects in geodesy, solid-Earth dynamics and satellite gravimetry Laboratory & team: Prof. Martinec leads the Geophysical Modelling Group at Charles University, maintaining computing clusters for large-scale finite-element and spectral modelling. He collaborates closely with the Geodesy & Geophysics sections at the Dublin Institute for Advanced Studies, where he spends extended research visits.