Articles with public access mandates - Stefan M. FilipovLearn more
Available somewhere: 5
Replacing the finite difference methods for nonlinear two-point boundary value problems by successive application of the linear shooting method
SM Filipov, ID Gospodinov, I Faragó
Journal of Computational and Applied Mathematics 358, 46-60, 2019
Mandates: Hungarian Scientific Research Fund
A Coupled PDE-ODE Model for Nonlinear Transient Heat Transfer with Convection Heating at the Boundary: Numerical Solution by Implicit Time Discretization and Sequential Decoupling
SM Filipov, J Hristov, A Avdzhieva, I Faragó
Axioms 12 (4), 323, 2023
Mandates: National Office for Research, Development and Innovation, Hungary
Mathematical modelling of nonlinear heat conduction with relaxing boundary conditions
SM Filipov, I Faragó, A Avdzhieva
International Conference on Numerical Methods and Applications, 146-158, 2022
Mandates: Hungarian Scientific Research Fund
A NUMERICAL APPROACH TO SOLVING UNSTEADY ONE-DIMENSIONAL NONLINEAR DIFFUSION EQUATIONS
I Faragó, SM Filipov, A Avdzhieva, GS Sebestyén
A Closer Look at the Diffusion Equation, 1-26, 2020
Mandates: Hungarian Scientific Research Fund
Shooting-projection method for a small object moving under the influence of a force
SM Filipov, I Faragó, A Avdzhieva
Journal of Physics: Conference Series 2014 (1), 012016, 2021
Mandates: Hungarian Scientific Research Fund
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