Endre Kovács

According to our database, Endre Kovács authored at least 15 papers between 2019 and 2024.

Collaborative distances:

• Dijkstra number of five.
• Erdős number of five.

2024

Effects of OpenCL-Based Parallelization Methods on Explicit Numerical Methods to Solve the Heat Equation.

Dániel Koics, Endre Kovács, Olivér Hornyák

Comput., October, 2024

Systematic Investigation of the Explicit, Dynamically Consistent Methods for Fisher's Equation.

Husniddin Khayrullaev, Issa Omle, Endre Kovács

Comput., March, 2024

Unconditionally Positive, Explicit, Fourth Order Method for the Diffusion- and Nagumo-Type Diffusion-Reaction Equations.

Endre Kovács, János Majár, Mahmoud Saleh

J. Sci. Comput., February, 2024

2023

Design of a Machine Learning Model to Predict Student Attrition.

Tibor Fauszt, Katalin Erdélyi, Dóra Dobák, László Bognár, Endre Kovács

Int. J. Emerg. Technol. Learn., September, 2023

New stable, explicit, second order hopscotch methods for diffusion-type problems.

Mahmoud Saleh, Endre Kovács, Ádám Nagy

Math. Comput. Simul., June, 2023

Analytical Solution and Numerical Simulation of Heat Transfer in Cylindrical- and Spherical-Shaped Bodies.

Humam Kareem Jalghaf, Endre Kovács, Imre Ferenc Barna, László Mátyás

Comput., June, 2023

Analytical and Numerical Results for the Diffusion-Reaction Equation When the Reaction Coefficient Depends on Simultaneously the Space and Time Coordinates.

Ali Habeeb Askar, Ádám Nagy, Imre Ferenc Barna, Endre Kovács

Comput., June, 2023

Analytical and Numerical Results for the Transient Diffusion Equation with Diffusion Coefficient Depending on Both Space and Time.

Mahmoud Saleh, Endre Kovács, Imre Ferenc Barna

Algorithms, April, 2023

Adaptive step size controllers based on Runge-Kutta and linear-neighbor methods for solving the non-stationary heat conduction equation.

Mahmoud Saleh, Endre Kovács, Nagaraja Kallur

Networks Heterog. Media, 2023

2022

Solution of the 1D KPZ Equation by Explicit Methods.

Okhunjon Sayfidinov, Gabriella Bognár, Endre Kovács

Symmetry, 2022

Consistency and Convergence Properties of 20 Recent and Old Numerical Schemes for the Diffusion Equation.

Ádám Nagy, János Majár, Endre Kovács

Algorithms, 2022

Testing Some Different Implementations of Heat Convection and Radiation in the Leapfrog-Hopscotch Algorithm.

Ali Habeeb Askar, Issa Omle, Endre Kovács, János Majár

Algorithms, 2022

2021

A class of new stable, explicit methods to solve the non-stationary heat equation.

Endre Kovács

CoRR, 2021

Stable, Explicit, Leapfrog-Hopscotch Algorithms for the Diffusion Equation.

Ádám Nagy, Issa Omle, Humam Kareem, Endre Kovács, Imre Ferenc Barna, Gabriella Bognár

Comput., 2021

2019

New stable method to solve heat conduction problems in extremely large systems.

Endre Kovács, András Gilicz

CoRR, 2019