Get started
Author

R. Mijiddorj

Observed names: Mijiddorj Renchin-Ochir, Mijiddorj, Renchin-Ochir, R Mijiddorj, R. MIJIDDORJ, R. MİJİDDORJ, R.-O. Mijiddorj, Renchin-Ochir Mijiddorj
ORCID: 0000-0002-4845-9019
Observed ORCID: 0000-0002-4845-9019
OpenAlex ID: A5088534052
The local integro cubic splines and their approximation properties
2010 · T. Zhanlav, R. Mijiddorj · Applied Mathematics and Computation · 30
Integro quintic splines and their approximation properties
2014 · T. Zhanlav, R. Mijiddorj · Applied Mathematics and Computation · 17
A comparative analysis of local cubic splines
2018 · T. Zhanlav, R. Mijiddorj · Computational and Applied Mathematics · 15
Convexity and monotonicity properties of the local integro cubic spline
2016 · T. Zhanlav, R. Mijiddorj · Applied Mathematics and Computation · 12
A family of Newton-type methods with seventh and eighth-order of convergence for solving systems of nonlinear equations
2023 · Tugal ZHANLAV, R. MİJİDDORJ, et al. · Hacettepe Journal of Mathematics and Statistics · 11
PDF
Adaptive image interpolation by cardinal splines in piecewise constant tension
2011 · Satoshi Matsumoto, Masaru Kamada, et al. · Optimization Letters · 11
On local integro quartic splines
2015 · T. Zhanlav, R. Mijiddorj · Applied Mathematics and Computation · 9
Integro Cubic Splines on Non-Uniform Grids and Their Properties
2021 · T. Zhanlav, R. Mijiddorj · East Asian Journal on Applied Mathematics · 7
Higher-Order Finite-Difference Schemes for Nonlinear Two-Point Boundary Value Problems
2024 · Tugal Zhanlav, Balt Batgerel, et al. · Journal of Mathematical Sciences · 5
A novel families of higher‐order multistep iterative methods for solving nonlinear systems
2023 · B. Saheya, T. Zhanlav, et al. · Mathematical Methods in the Applied Sciences · 5
Construction of local integro quintic splines
2016 · Tugal Zhanlav, Renchin-Ochir Mijiddorj, et al. · Communications in Numerical Analysis · 5
A unified approach to the construction of higher-order derivative-free iterative methods for solving systems of nonlinear equations
2024 · Tugal Zhanlav, Khuder Otgondorj, et al. · Proceedings of the Mongolian Academy of Sciences · 4
PDF
Constructive Theory of Designing Optimal Eighth-Order Derivative-Free Methods for Solving Nonlinear Equations
2020 · Tugal Zhanlav, Khuder Otgondorj, et al. · American Journal of Computational Mathematics · 4
PDF
Construction of a family of $C^1$ convex integro cubic splines
2020 · Zhanlav, Tugal, Mijiddorj, Renchin-Ochir · arXiv (Cornell University) · 3
PDF
On the approximation of inverse of some band matrices and their applications in local splines
2018 · T. Zhanlav, R. Mijiddorj, et al. · Communications in Numerical Analysis · 3
On the Connection Between High-order Iterations With and Without Derivatives for Solving Systems of Nonlinear Equations
2025 · Zhanlav Tugal, Mijiddorj Renchin-Ochir · Journal of Mathematical Sciences · 2
Optimal Choice of Parameters in Higher-Order Derivative-Free Iterative Methods for Systems of Nonlinear Equations
2023 · Zhanlav Tugal, Otgondorj Khuder, et al. · Springer proceedings in mathematics & statistics · 2
Algorithm to Construct Integro Splines
2021 · R. MIJIDDORJ, T. ZHANLAV · ANZIAM Journal · 2
On End Conditions for Integro Quadratic Spline Interpolation in the Mean
2025 · Yu. S. Volkov, T. Zhanlav, et al. · Proceedings of the Steklov Institute of Mathematics · 1
Applications of the Steklov Smoothing Method to Numerical Differentiation and Construction of Local Quasi-Interpolating Splines
2025 · T. Zhanlav, Yu. S. Volkov, et al. · Siberian Advances in Mathematics · 1
Quintic B-spline method for solving Lane-Emden problem
2023 · Ulziibayar Vandandoo, Zhanlav Tugal, et al. · Atlantis highlights in engineering/Atlantis Highlights in Engineering · 1
Formulas for Quasi-Interpolation by Integral Quadratic Splines
2026 · Yu. S. Volkov, T. Zhanlav, et al. · Siberian Mathematical Journal
Approximation of solutions to nonlinear two-point boundary value problems using quintic splines
2026 · Tugal Zhanlav, Renchin-Ochir Mijiddorj, et al. · Computational Mathematics and Modeling
A Family of Multi-step Derivative-Free Iterations for Solving Nonlinear Systems
2026 · Tugal Zhanlav, Renchin-Ochir Mijiddorj, et al. · Lecture notes in computer science
Local-Cubic Spline for Approximate Solution of Boundary Value Problems
2016 · Т. Жанлав, Т. Жанлав, et al. · Вестник Российского университета дружбы народов. Серия: Математика, информатика, физика
Works count: 27
Citation count: 150
H-index: 7
I10-index: 6
Year
Topic
Type