P. Frolkovic

发表

Numerical investigation of a fully coupled micro-macro model for mineral dissolution and precipitation

N. Ray, Jens Oberlander, P. Frolkovic, 2019, Computational Geosciences.

Efficiency of Micro-Macro Models for Reactive Two-Mineral Systems

N. Ray, P. Knabner, P. Frolkovic, 2022, Multiscale Model. Simul..

Efficiency and Accuracy of Micro‐Macro Models for Mineral Dissolution

N. Ray, P. Knabner, P. Frolkovic, 2020, Water Resources Research.

Numerical Simulations Of Radionuclides Transport In Double Porosity Media With Sorption

P. Frolkovic, J. Geiser, 2000 .

Flux-based method of characteristics for contaminant transport in flowing groundwater

P. Frolkovic, 2002 .

Numerical modelling of convection dominated transport coupled with density driven flow in porous media

P. Frolkovic, H. Schepper, 2000 .

Cell-Centered Finite Volume Method for Regularized Mean Curvature Flow on Polyhedral Meshes

K. Mikula, B. Basara, J. Hahn, 2020 .

Semi-implicit Level Set Method with Inflow-Based Gradient in a Polyhedron Mesh

K. Mikula, B. Basara, J. Hahn, 2017 .

Semi-implicit finite volume level set method for advective motion of interfaces in normal direction

K. Mikula, P. Frolkovic, Jozef Urbán, 2015 .

Immersed interface method for a level set formulation of problems with moving boundaries

P. Frolkovic, 2015 .

Application of level set method for groundwater flow with moving boundary

P. Frolkovic, 2012 .

Flux-based level set method on rectangular grids and computation of first arrival time functions

P. Frolkovic, Christian Wehner, 2009 .

Flux-Based Level Set Method for Two-Phase Flow Towards pure finite volume discretization of incompressible two-phase flow using a level set formulation

G. Wittum, P. Frolkovic, D. Logashenko, 2008 .

Flux-based level set method: A finite volume method for evolving interfaces

K. Mikula, P. Frolkovic, 2007 .

FLUX-BASED LEVEL SET METHOD FOR EXTRAPOLATION ALONG CHARACTERISTICS USING IMMERSED INTERFACE FORMULATION

P. Frolkovic, 2010 .

Two methods for optical flow estimation

P. Frolkovic, Viera Kleinová, 2017 .

Semi-implicit Alternating Discrete Duality Finite Volume Scheme for Curvature Driven Level Set Equation

P. Frolkovic, A. Handlovicová, 2014 .

Flux balanced approximation with least-squares gradient for diffusion equation on polyhedral mesh

K. Mikula, B. Basara, J. Hahn, 2021, Discrete & Continuous Dynamical Systems - S.

Semi-implicit methods based on inflow implicit and outflow explicit time discretization of advection

P. Frolkovic, 2016 .

Inflow-Based Gradient Finite Volume Method for a Propagation in a Normal Direction in a Polyhedron Mesh

K. Mikula, B. Basara, J. Hahn, 2017, Journal of Scientific Computing.

Flux-based level-set method for two-phase flows on unstructured grids

Dmitriy Logashenko, Peter Frolkovič, Christian Wehner, 2016, Comput. Vis. Sci..

High-Resolution Flux-Based Level Set Method

Karol Mikula, Peter Frolkovic, K. Mikula, 2007, SIAM J. Sci. Comput..

Maximum principle and local mass balance for numerical solutions of transport equation coupled with variable density flow.

Peter Frolkovič, P. Frolkovic, 1998 .

Extraction of the Intercellular Skeleton from 2D Images of Embryogenesis Using Eikonal Equation and Advective Subjective Surface Method

Paul Bourgine, Nadine Peyriéras, Karol Mikula, 2009, SSVM.

Extraction of the intercellular skeleton from 2 D microscope images of early embryogenesis

Paul Bourgine, Nadine Peyriéras, Karol Mikula, 2008 .

Mathematical modelling of the Germasogeia aquifer

V. Rottschäfer, S. Mondal, P. Frolkovic, 2017 .

Numerical Simulation of NAPL Vapor Transport in Air

M. Beneš, P. Frolkovic, O. Pártl, 2016 .

High resolution compact implicit numerical scheme for conservation laws

P. Frolkovic, Michal Zeravý, 2023, Appl. Math. Comput..

Finite volume method with the Soner boundary condition for computing the signed distance function on polyhedral meshes

K. Mikula, B. Basara, J. Hahn, 2021, International Journal for Numerical Methods in Engineering.

Semi-implicit methods for advection equations with explicit forms of numerical solution

P. Frolkovic, Michal Zeravý, Svetlana Krisková, 2021, Japan Journal of Industrial and Applied Mathematics.

Semi-implicit second order schemes for numerical solution of level set advection equation on Cartesian grids

Karol Mikula, Peter Frolkovic, K. Mikula, 2018, Appl. Math. Comput..

Distance function and extension in normal direction for implicitly defined interfaces

K. Mikula, P. Frolkovic, Jozef Urbán, 2015 .

Semi-analytical solutions of a contaminant transport equation with nonlinear sorption in 1D

J. Kacur, P. Frolkovic, 2006 .

Semi-analytical solutions for contaminant transport with nonlinear sorption in 1D

J. Kacur, P. Frolkovic, 2002 .

Finite Volume Scheme for Modeling of NAPL Vapor Transport in Air

Michal Benes, Ondrej Pártl, Peter Frolkovic, 2015, ENUMATH.

The modelling of moisture absorption in epoxies: effects at the boundaries

P. Frolkovic, W. P. Wilde, 1994 .

Laplacian regularized eikonal equation with Soner boundary condition on polyhedral meshes

K. Mikula, J. Hahn, P. Frolkovic, 2023, Computers & Mathematics with Applications.

Iterative inflow-implicit outflow-explicit finite volume scheme for level-set equations on polyhedron meshes

Branislav Basara, Karol Mikula, Jooyoung Hahn, 2019, Comput. Math. Appl..

Inflow-Based Gradient Finite Volume Method for a Propagation in a Normal Direction in a Polyhedron Mesh

Branislav Basara, Karol Mikula, Jooyoung Hahn, 2017, J. Sci. Comput..

Second-order accurate finite volume method for G-equation on polyhedral meshes

K. Mikula, B. Basara, J. Hahn, 2023, Japan Journal of Industrial and Applied Mathematics.

Counting number of cells and cell segmentation using advection-diffusion equations

Nadine Peyriéras, Karol Mikula, Peter Frolkovic, 2007, Kybernetika.