صفحه نمایش استاد - پرتال اصلی دانشگاه رازی

Mohammad taghi Darvishi

Mohammad taghi Darvishi

Professor / Science / Mathematics

education

  • Ph.D: , , 1994 → 1999
  • M.Sc: , , 1991 → 1993
  • B.Sc: , , 1985 → 1989
  • B.Sc: , , 1985 → 1989
  • B.Sc: Shiraz University, َApplied Mathematics, 1985 → 1989

Research Interest

Numerical Solutions of Ordinary Differential Equations Numerical Solutions of Partial Differential Equations Numerical Methods to Solve Systems of Linear Equations Numerical Methods to Solve Systems of Non-Linear Equations Graph Theory and Networks

Contact

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Biography

Mohammad Taghi Darvishi is a researcher and scholar based in Kermanshah, Iran, specializing in applied mathematics. He holds a PhD in Mathematics from Kharazmi University, Tehran, and has contributed to numerous projects in numerical analysis, with an emphasis on methodological innovation, interdisciplinary engagement, and practical problem‑solving. His research focuses on the development and analysis of algorithms for differential equations, optimization problems, and large‑scale linear systems. His work has appeared in several international journals, including Fractal and Fractional, Axioms, Mathematics, Applied Mathematics and Computation, and Waves in Random and Complex Media. Across these publications, he combines academic rigor with creative insight, advancing mathematical knowledge while fostering dialogue across diverse scientific domains. Outside of research, Mohammad Taghi Darvishi is actively involved in teaching undergraduate and graduate courses in numerical methods and applied mathematics, has supervised student research projects and honors theses in computational science, and continues to pursue opportunities that connect theory with real-world application. The number of his published articles is 148.  He has written twenty textbooks in Persian and one in English. Several of his textbooks have undergone multiple reprints; for instance, his book titled: "Numerical Computations"  has been printed forty-one times to date.

Update: 2026-10-21

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