PARAMETRIC ACCELERATED OVER-RELAXATION (PAOR) METHOD FOR PARTITIONED MATRICES: A COMPARATIVE STUDY WITH AI-ENHANCED ERROR ANALYSISID: 1647 Abstract :This Paper Investigates The Efficiency Of The Parametric Accelerated Over-Relaxation (PAOR) Method For Solving Large-scale Linear Systems With Partitioned Matrix Structures. An 8×8 Matrix Example Is Used To Compare PAOR Against Classical Iterative Techniques Including Jacobi, Gauss-Seidel, Successive OverRelaxation (SOR), And Accelerated OverRelaxation (AOR). Artificial Intelligence (AI) And Machine Learning (ML) Are Incorporated To Predict Convergence Trends And Estimate Error Bounds. Results Show That PAOR Achieves Faster Convergence And Improved Stability In Partitioned Systems When Optimized Parameters Are Selected Using ML Techniques. |
Published:25-9-2025 Issue:Vol. 25 No. 9 (2025) Page Nos:312-314 Section:Articles License:This work is licensed under a Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International License. How to CiteDr Sneha Joshi,DrS. Nageswara Rao,M. Umakanth, PARAMETRIC ACCELERATED OVER-RELAXATION (PAOR) METHOD FOR PARTITIONED MATRICES: A COMPARATIVE STUDY WITH AI-ENHANCED ERROR ANALYSIS , 2025, International Journal of Engineering Sciences and Advanced Technology, 25(9), Page 312-314, ISSN No: 2250-3676. |