Author

Muhammad Abuzar

Observed name: MUHAMMAD ABUZAR

Institution: Guizhou Normal University

Observed institutions: University of Lahore, Guizhou Normal University, Minhaj University Lahore, University of Swabi

ORCID: 0000-0002-4232-8771

Observed ORCID: 0000-0002-4232-8771

OpenAlex ID: A5015224726

New soliton solutions and modulation instability analysis of fractional Huxley equation

2022 · Riaz Ur Rahman, Amal F Al-Maaitah, et al. · Results in Physics · 38

Analyzing Sensitivity and Solitonic Behavior Using the Dullin-Gottwald-Holm Model in Shallow Water Waves

2023 · Shaheera Haroon, Muhammad Abuzar, et al. · Acadlore Transactions on Applied Mathematics and Statistics · 7

New solitons and bifurcation dynamics in the fractional Huxley model: Numerical and analytical approaches

2026 · Huiqin Chu, Muhammad Abuzar, et al. · AIMS Mathematics · 2

Bifurcation analysis and the modulation instability in a nonlinear silica optical fibers

2025 · Maha Alammari, Muhammad Abuzar, et al. · AIMS Mathematics · 2

New insights into fractional twin-core couplers: bifurcation and sensitivity analysis

2024 · Zizhao Zhou, M. S. Abbas, et al. · Boundary Value Problems · 2

A revaluation of carbon intensity factors through the carbon decomposition approach in a developing economy

2022 · Fang Li, Muhammad Abuzar, et al. · Economic Research-Ekonomska Istraživanja · 2

Comparative Dynamical Analysis of Exact and Numerical Solutions for the Fractional Telegraph Equation

2026 · LEI HAN, MAHA ALAMMARI, et al. · Fractals · 1

A high-order Haar wavelet approach to solve differential equations of fifth-order with simple, two-point and two-point integral conditions

2025 · Maher Alwuthaynani, Muhammad Ahsan, et al. · Applied Numerical Mathematics · 1

Stochastic Effect on Wave Propagation in Micro-elongated Thermoelastic Media under the Refined Dual-Phase-Lag Model With Multiplicative White Noise

2026 · Muhammad Abuzar, Hazem Elsadek · Sphinx Journal of Mathematical Sciences

Bifurcation analysis and solitary waves in a stochastic FitzHugh-Nagumo model

2026 · Jianping Zheng, Muhammad Abuzar, et al. · AIMS Mathematics

Diverse Soliton Structures of Induced Curves in the Integrable Coupled Kuralay Equation

2026 · Shah Muhammad, Muhammad Shakeel, et al. · Advances in Mathematical Physics

When Records Meet Reliability: Exact Stress–Strength Inference for the MERD

2026 · Arwa M. Alsahangiti, Ghareeb A. Marei, et al. · IEEE Access

Works count: 12

Citation count: 55

H-index: 2

I10-index: 1