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MUHAMMAD LUTHFI SHAHAB

Institut Teknologi Sepuluh Nopember S1 - Matematika SINTA ID : 6198732
379
SINTA Score Overall
156
SINTA Score 3Yr
379
Affil Score
156
Affil Score 3Yr
Latest number of Publication and Citations
Do physics-informed neural networks (PINNs) need to be deep? Shallow PINNs using the Levenberg-Marquardt algorithm
Authors : M Luthfi Shahab, I Mukhlash, H Susanto arXiv e-prints, arXiv: 2602.08515, 2026
2026 0 cited
Do physics-informed neural networks (PINNs) need to be deep? Shallow PINNs using the Levenberg-Marquardt algorithm
Authors : M Luthfi Shahab, I Mukhlash, H Susanto arXiv e-prints, arXiv: 2602.08515, 2026
2026 0 cited
Plithogenic Soft Set Models Based on Neutrosophic and Intuitionistic Fuzzy Sets for Multi-Attribute Time Series Forecasting
Authors : I Mukhlash, QQ Aini, ML Shahab, O Anis, M Al-Tahan International Journal of Fuzzy Logic and Intelligent Systems 26 (1), 116-127, 2026
2026 0 cited
Physics-informed neural networks for high-dimensional solutions and snaking bifurcations in nonlinear lattices
Authors : M Luthfi Shahab, F Almira Suheri, R Kusdiantara, H Susanto arXiv e-prints, arXiv: 2507.09782, 2025
2025 0 cited
Corrigendum to “Neural networks for bifurcation and linear stability analysis of steady states in partial differential equations”[Appl. Math. Comput. 483 (2024) 128985]
Authors : ML Shahab, H Susanto Applied Mathematics and Computation 495, 129319, 2025
2025 4 cited
Corrigendum to “Neural networks for bifurcation and linear stability analysis of steady states in partial differential equations”[Appl. Math. Comput. 483 (2024) 128985]
Authors : ML Shahab, H Susanto Applied Mathematics and Computation 495, 129319, 2025
2025 4 cited
Corrigendum to “Neural networks for bifurcation and linear stability analysis of steady states in partial differential equations”[Appl. Math. Comput. 483 (2024) 128985]
Authors : ML Shahab, H Susanto Applied Mathematics and Computation 495, 129319, 2025
2025 2 cited
A finite difference method with symmetry properties for the high-dimensional Bratu equation
Authors : ML Shahab, H Susanto, H Hatzikirou Applied Mathematics and Computation 489, 129136, 2025
2025 6 cited
A finite difference method with symmetry properties for the high-dimensional Bratu equation
Authors : ML Shahab, H Susanto, H Hatzikirou Applied Mathematics and Computation 489, 129136, 2025
2025 6 cited
Physics-informed neural networks for high-dimensional solutions and snaking bifurcations in nonlinear lattices
Authors : M Luthfi Shahab, F Almira Suheri, R Kusdiantara, H Susanto arXiv e-prints, arXiv: 2507.09782, 2025
2025 0 cited
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Summary

Article Quartile
Research Output
  Scopus GScholar WOS
Article 11 22 0
Citation 49 119 0
Cited Document 10 16 0
H-Index 4 7 0
i10-Index 1 5 0
G-Index 1 1 0
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