Submit

Search

Submit to JENRS
Review for JENRS
Propose a Special Issue
Apply for Topical Advisory Panel
Share

Journal Menu

Journal Browser

Special Issues

Propose a Special Issue

Special Issue on Multidisciplinary Sciences and Advanced Technology 2026
Guest Editors: Prof. Paul Andrew
Deadline: December 31, 2026

Special Issue on Advances in Engineering, Computing and Physical Sciences
Guest Editors: Dr. Pallavi Ranja, Dr. Horace Charles Mingo, Dr. Taif Alawsi, Dr. Ercan Atagü, Prof. Sergey V. Parshi, Mr. Hari K.C, Dr. Mohammad Karimi, Prof. Erdal Fıra, Mr. Ginanjar Wiro Sasmito, Dr. Ahmed Salman Ibraheem, Mr. Istiaq Ahmed, Dr. Ku Noor Dhaniah Ku Muhse, Dr. Tan Woan We, Dr. Mohsen Mhadhbi, Dr. Yasir Bu, Dr. Abdelkarim Ballouti, Prof. Noureddine Boumdouha, Dr. Alejandro Medina Santiago, Dr. Priyanka Kajal, Dr. Emmanuel Ampoma Affum, Mr. Rahul Singh, Dr. Kamal Yazzif, Dr. Ziyong Li, Prof. Suroor Moaid Dawood
Deadline: June 30, 2027

Special Issue on Advances in Life, Health and Biomedical Sciences
Guest Editors: Dr. Rajarshi Patel, Dr. Sarah Rajabi, Mr. Shrawan Kumar Singh, Miss Sonia Singla, Miss Sneha Thomas, Mr. Philip Ugbede Ojo Onuche, Dr. Ruchi Pathania, Dr. Ke Zhao, Dr. Omotese I. Oaikhena
Deadline: June 30, 2027

Special Issue on Sustainable Environment, Agriculture, Earth and Society
Guest Editors: Mr. Abdullah All Mamun Anik
Deadline: June 30, 2027

Special Issue on Artificial Intelligence for Energy Transition and Decarbonization 2026
Guest Editors: Dr. Elkhatib Kamal, Dr. Reza Ghorbani, Dr. Ahmed Ragab, Prof. Mohamed Kouki
Deadline: July 31, 2027

Results (1)

Search Parameters:

Keyword: moving node method
Order results
Results per page
Open AccessArticle
7 Pages, 1,336 KB Download PDF
Analysis of Difference Schemes of Two-Point Boundary Value Problems using the Method of Moving Nodes

by Dalabaev Umurdin and Khasanova Dilfuza
Journal of Engineering Research and Sciences, Volume 4, Issue 6, Page # 9-15, 2025; DOI: 10.55708/js0406002
Abstract: This article addresses the calculation of approximation errors in numerical methods for solving differential equations. A fundamental challenge when replacing differential equations with discrete representations is ensuring that the discrete solution closely approximates the exact solution. To tackle this, a grid area is established for the difference solution, with discrete solutions evaluated at specific nodal… Read More

(This article belongs to the Special Issue on Special Issue on Multidisciplinary Sciences and Advanced Technology 2025 and the Section Applied Mathematics (APM))

Share Link