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- Compact TVD schemes for advection equation
Lacková Katarína ; 010220 Frolkovič Peter ; 010220
Advances in Architectural, Civil and Environmental Engineering (AACEE 2023) : . CD-ROM, s. 26-34
TVD finite differences advection equation implicit
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article
- Second order accurate compact implicit numerical scheme for solving linear advection equation in two dimensions
Žáková Dagmar ; 010220 Frolkovič Peter ; 010220
Advances in Architectural, Civil and Environmental Engineering (AACEE 2023) : . CD-ROM, s. 40-47
conservation laws advection equation compact implicit scheme two dimensional space
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- Third-order accurate compact implicit numerical scheme for linear advection equation
Žáková Dagmar ; 010220 Frolkovič Peter ; 010220
Advances in Architectural, Civil and Environmental Engineering : . CD-ROM, s. 43-48
conservation laws advection equation compact implicit method
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- Semi-implicit methods for advection equations with explicit forms of numerical solution
Frolkovič Peter ; 010220 Krišková Svetlana ; 010220 Rohová Michaela Žeravý Michal ; 010220
Japan Journal of Industrial and Applied Mathematics . Vol. 39, iss. 3 (2022), s. 843-867
advection equation semi-implicit method unconditional stability
https://link.springer.com/article/10.1007/s13160-022-00525-y
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V3 - Vedecký výstup publikačnej činnosti z časopisuarticle
- 3D image segmentation supported by a point cloud
Kósa Balázs Mikula Karol ; 010220 Uba Markjoe Olunna ; 010220 Weberling Antonia Christodoulou Neophytos Zernicka-Goetz Magdalena
Discrete and Continuous Dynamical Systems - Series S . Vol. 14, No. 3 (2021), s. 971-985
point cloud level set method advection equation
http://www.aimsciences.org/article/doi/10.3934/dcdss.2020351
článok z periodika
ADC - Scientific titles in foreign carented magazines and noticed year-books
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- Numerical Methods for Solving the Oblique Derivative Boundary Value Problems in Geodesy
Čunderlík Róbert ; 010220 Macák Marek ; 010220 Medľa Matej ; 010220 Mikula Karol ; 010220 Minarechová Zuzana ; 010220
Handbuch der Geodäsie / . online, [48] s.
geodetic boundary value problem oblique derivative boundary condition boundary element method finite volume method numerical solution global gravity field modelling local gravity field modelling upwind method advection equation evolving surfaces
https://link.springer.com/referenceworkentry/10.1007%2F978-3-662-46900-2_105-1
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- Semi-implicit second order schemes for numerical solution of level set advection equation on Cartesian grids
Frolkovič Peter ; 010220 Mikula Karol ; 010220
Applied Mathematics and Computation . Vol. 329, (2018), s. 129-142
advection equation finite difference method Cartesian grid Lax-Wendroff procedure von Neumann stability analysis
https://www.sciencedirect.com/science/article/pii/S0096300318300948?via%3Dihub
článok z periodika
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- Numerical solution to the oblique derivative boundary value problem on non-uniform grids above the Earth topography
Medľa Matej ; 010220 Mikula Karol ; 010220 Čunderlík Róbert ; 010220 Macák Marek ; 010220
Journal of geodesy : . Vol. 92, no. 1 (2018), s. 1-19
geodetic boundary value problem Laplace equation oblique derivative boundary condition finite volume method numerical solution computational grid construction local gravity field modelling evolving surfaces upwind method advection equation
https://link.springer.com/article/10.1007%2Fs00190-017-1040-z
článok z periodika
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- Semi-implicit methods for numerical solution of level set advection equation
Frolkovič Peter ; 010220
ACOMEN 2017 : . S. 75-76
advection equation higher order method Cartesian grid Lax-Wendroff procedure von Neumann stability analysis
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- Numerical solution of advection equation for the motion in normal direction with application in optical flow estimation
Kleinová Viera ; 010220 Frolkovič Peter ; 010220
Advances in Architectural, Civil and Environmental Engineering : . CD-ROM, s. 28-34
advection equation optical flow
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