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Author ID: ulziibayar.v Recent zbMATH articles by "Ulziibayar, V."
Published as: Ulziibayar, V.
Documents Indexed: 8 Publications since 2014
Co-Authors: 10 Co-Authors with 8 Joint Publications
140 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

7 Publications have been cited 27 times in 22 Documents Cited by Year
Higher-order accurate numerical solution of unsteady Burgers’ equation. Zbl 1328.65186
Zhanlav, T.; Chuluunbaatar, O.; Ulziibayar, V.
9
2015
High-order iterations for systems of nonlinear equations. Zbl 1480.65124
Zhanlav, T.; Chun, Changbum; Otgondorj, Kh.; Ulziibayar, V.
7
2020
Generating function method for constructing new iterations. Zbl 1426.65070
Zhanlav, T.; Chuluunbaatar, O.; Ulziibayar, V.
4
2017
Necessary and sufficient conditions for the convergence of two- and three-point Newton-type iterations. Zbl 1380.65091
Zhanlav, T.; Ulziibayar, V.; Chuluunbaatar, O.
4
2017
Accelerating the convergence of Newton-type iterations. Zbl 1413.65195
Zhanlav, T.; Chuluunbaatar, O.; Ulziibayar, V.
1
2017
Two-sided approximation for some Newton’s type methods. Zbl 1334.65091
Zhanlav, T.; Chuluunbaatar, O.; Ulziibayar, V.
1
2014
Symbolic-numeric solution of boundary-value problems for the Schrödinger equation using the finite element method: scattering problem and resonance states. Zbl 1434.65101
Gusev, A. A.; Le Hai, L.; Chuluunbaatar, O.; Ulziibayar, V.; Vinitsky, S. I.; Derbov, V. L.; Góźdź, A.; Rostovtsev, V. A.
1
2015
High-order iterations for systems of nonlinear equations. Zbl 1480.65124
Zhanlav, T.; Chun, Changbum; Otgondorj, Kh.; Ulziibayar, V.
7
2020
Generating function method for constructing new iterations. Zbl 1426.65070
Zhanlav, T.; Chuluunbaatar, O.; Ulziibayar, V.
4
2017
Necessary and sufficient conditions for the convergence of two- and three-point Newton-type iterations. Zbl 1380.65091
Zhanlav, T.; Ulziibayar, V.; Chuluunbaatar, O.
4
2017
Accelerating the convergence of Newton-type iterations. Zbl 1413.65195
Zhanlav, T.; Chuluunbaatar, O.; Ulziibayar, V.
1
2017
Higher-order accurate numerical solution of unsteady Burgers’ equation. Zbl 1328.65186
Zhanlav, T.; Chuluunbaatar, O.; Ulziibayar, V.
9
2015
Symbolic-numeric solution of boundary-value problems for the Schrödinger equation using the finite element method: scattering problem and resonance states. Zbl 1434.65101
Gusev, A. A.; Le Hai, L.; Chuluunbaatar, O.; Ulziibayar, V.; Vinitsky, S. I.; Derbov, V. L.; Góźdź, A.; Rostovtsev, V. A.
1
2015
Two-sided approximation for some Newton’s type methods. Zbl 1334.65091
Zhanlav, T.; Chuluunbaatar, O.; Ulziibayar, V.
1
2014

Citations by Year