1.
Bayleyegn, Teshome ✉ ; Faragó, István ✉ ; Havasi, Ágnes ✉
On the convergence of multiple Richardson extrapolation combined with explicit Runge–Kutta methods
PERIODICA MATHEMATICA HUNGARICA (2024)
DOI WoS EDIT Scopus Other URL
Publication:34396234 Validated Core Citing Journal Article (Article ) Scientific
Article (Journal Article) | Scientific[34396234] [Validated]
2.
Bayleyegn, Teshome ; Faragó, István ✉ ; Havasi, Ágnes
On the Consistency and Convergence of Repeated Richardson Extrapolation
In: Nikolov, Geno; Georgiev, Krassimir; Datcheva, Maria; Georgiev, Ivan (eds.) Numerical Methods and Applications : 10th International Conference, NMA 2022, Borovets, Bulgaria, August 22–26, 2022, Proceedings
Cham, Switzerland : Springer Nature Switzerland (2023) pp. 48-58. Paper: Chapter 5 , 11 p.
DOI REAL Scopus Other URL
Publication:33835027 Admin approved Core Citing Chapter in Book (Chapter ) Scientific
Chapter (Chapter in Book) | Scientific[33835027] [Admin approved]
3.
Filipov, Stefan M. ; Faragó, István ; Avdzhieva, Ana
Mathematical Modelling of Nonlinear Heat Conduction with Relaxing Boundary Conditions
In: Nikolov, Geno; Georgiev, Krassimir; Datcheva, Maria; Georgiev, Ivan (eds.) Numerical Methods and Applications : 10th International Conference, NMA 2022, Borovets, Bulgaria, August 22–26, 2022, Proceedings
Cham, Switzerland : Springer Nature Switzerland (2023) pp. 146-158. Paper: Chapter 13 , 13 p.
DOI REAL Scopus Other URL
Publication:33834370 Admin approved Core Citing Chapter in Book (Chapter ) Scientific
Chapter (Chapter in Book) | Scientific[33834370] [Admin approved]
4.
Filipov, Stefan M. ; Hristov, Jordan ; Avdzhieva, Ana ; Faragó, István
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
AXIOMS 12 : 4 Paper: 323 (2023)
DOI WoS Scopus Other URL
Publication:33717531 Validated Core Citing Journal Article (Article ) Scientific
Citing papers: 1 | Independent citation: 1 | Self citation: 0 | Unknown citation: 0 | Number of citations in WoS: 1 | WoS/Scopus assigned: 1 | Number of citations with DOI: 1
Article (Journal Article) | Scientific[33717531] [Validated]
All citations+mentions: 1, External citations: 1, Self citations: 0, Unhandled citations: 0
5.
Bayleyegn, Teshome ✉ ; Faragó, István ✉ ; Havasi, Ágnes ✉
On the Consistency and Convergence of Classical Richardson Extrapolation as Applied to Explicit One-Step Methods
MATHEMATICAL MODELLING AND ANALYSIS 28 : 1 pp. 42-52. , 11 p. (2023)
DOI WoS Scopus Other URL
Publication:33583456 Validated Core Citing Journal Article (Article ) Scientific
Article (Journal Article) | Scientific[33583456] [Validated]
6.
Faragó, István ; Mosleh, R. ✉
Some qualitative properties of the discrete models for malaria propagation
APPLIED MATHEMATICS AND COMPUTATION 439 Paper: 127628 , 18 p. (2023)
DOI REAL WoS Scopus Other URL
Publication:33202585 Validated Core Citing Journal Article (Article ) Scientific
Article (Journal Article) | Scientific[33202585] [Validated]
7.
Faragó, István ✉ ; Mincsovics, Miklós E. ✉ ; Mosleh, Rahele
Qualitatively Correct Numerical Methods for the Basic Ross–Macdonald Malaria Model
In: Günther, Michael; Ehrhardt, Matthias (eds.) Progress in Industrial Mathematics at ECMI 2021
Cham, Switzerland : Springer (2022) pp. 75-81. Paper: Chapter 11 , 7 p.
DOI REAL WoS Scopus Other URL
Publication:33300454 Validated Core Citing Chapter in Book (Conference paper ) Scientific
Conference paper (Chapter in Book) | Scientific[33300454] [Validated]
8.
Boda, Lívia ; Faragó, István
Effectivity Analysis of Operator Splitting and the Average Method
In: Günther, Michael; Ehrhardt, Matthias (eds.) Progress in Industrial Mathematics at ECMI 2021
Cham, Switzerland : Springer (2022) pp. 39-45. Paper: Chapter 6 , 7 p.
DOI REAL WoS Scopus Other URL
Publication:33300442 Validated Core Citing Chapter in Book (Conference paper ) Scientific
Conference paper (Chapter in Book) | Scientific[33300442] [Validated]
9.
Svantnerné, Sebestyén Gabriella ; Faragó, István
The Carleman Linearization Method for Boundary Value Problems
In: Albert, R. Baswell (eds.) Advances in Mathematics Research
New York City, United States of America : Nova Science Publishers Inc.; Nova Publishers (2022) pp. 259-292. , 34 p.
REAL Scopus
Publication:33202900 Published Core Chapter in Book (Chapter ) Scientific
Chapter (Chapter in Book) | Scientific[33202900] [Approved]
10.
Takács, Bálint M. ✉ ; Faragó, István ; Horváth, Róbert ; Repovš, Dušan
Qualitative Properties of Space-Dependent SIR Models with Constant Delay and Their Numerical Solutions
COMPUTATIONAL METHODS IN APPLIED MATHEMATICS 22 : 3 pp. 713-728. , 16 p. (2022)
DOI WoS REAL Scopus Other URL arXiv
Publication:32862432 Admin approved Core Citing Journal Article (Article ) Scientific
Citing papers: 1 | Independent citation: 1 | Self citation: 0 | Unknown citation: 0 | Number of citations in WoS: 1 | Number of citations in Scopus: 1 | WoS/Scopus assigned: 1 | Number of citations with DOI: 1
Article (Journal Article) | Scientific[32862432] [Admin approved]
All citations+mentions: 1, External citations: 1, Self citations: 0, Unhandled citations: 0
2024-04-26 23:18