Yang Wang | Formulas | Best Researcher Award

Dr. Yang Wang | Formulas | Best Researcher Award

Deputy Director of the Department at Formulas, Hubei Normal University, China

Dr. Asim Abbasi has a rich academic and research background, with recent experience as a Lecturer at Hubei Normal University. Prior to this, he completed a postdoctoral fellowship at King Abdullah University of Science and Technology (KAUST) under Prof. Shuyu Sun’s supervision, followed by another postdoc at Xiangtan University under Prof. Yunqing Huang. His work focuses on numerical methods and computational techniques for solving complex engineering and scientific problems.

Professional Profiles:

Educations:

Dr. Asim Abbasi pursued his Ph.D. in Mathematics at Xiangtan University from 2016 to 2019 under the guidance of Prof. Yanping Chen. His research during this time focused on [specific research area]. Prior to his doctoral studies, he completed his M.Sc. in Computational Mathematics at Xiangtan University from 2014 to 2016, also under the supervision of Prof. Yanping Chen. Dr. Abbasi’s academic journey began with a Bachelor’s degree in Mathematics and Physical Science and Engineering from Hebei University of Engineering, where he laid the foundation for his future academic and professional endeavors.

Research Interest:

Dr. Asim Abbasi’s research interests encompass a broad spectrum of numerical methods and computational techniques applied to various engineering and scientific problems. He is particularly interested in the Generalized Multiscale Finite Element Method, which involves the development of efficient and accurate numerical schemes for solving problems with multiple scales. Additionally, Dr. Abbasi focuses on the Multipoint Stress Mixed Finite Element Method, which addresses solid mechanic problems with complex geometries and material properties. His research also extends to numerical methods for flow and transport problems in porous media, where he explores innovative approaches to model and simulate fluid flow and mass transport in porous materials. Dr. Abbasi is also involved in studying Immersed Finite Element Methods for interface problems, aiming to improve the accuracy and efficiency of simulations involving interfaces between different materials or phases.

Work Experience:

Dr. Asim Abbasi has gained valuable academic and research experience through his various professional roles. Since March 2022, he has been serving as a Lecturer at Hubei Normal University, where he is involved in teaching and mentoring students in mathematics. Prior to this, from January 2021 to January 2022, Dr. Abbasi worked as a Postdoctoral Fellow at King Abdullah University of Science and Technology (KAUST) under the supervision of Prof. Shuyu Sun. During his time at KAUST, he contributed to research projects in the field of mathematics, further enhancing his expertise in the field.Before joining KAUST, Dr. Abbasi held a Postdoctoral position at Xiangtan University from September 2020 to January 2021, where he worked under the guidance of Prof. Yunqing Huang. In these roles, he conducted research, published scholarly articles, and collaborated with other researchers to advance the field of mathematics. Dr. Abbasi’s work experience reflects his dedication to academic excellence and his commitment to contributing meaningfully to the field of mathematics through teaching and research.

Publications:

  1. A Family of Two-Grid Partially Penalized Immersed Finite Element Methods for Semi-linear Parabolic Interface Problems
    • Authors: Yang Wang
    • Journal: Journal of Scientific Computing
    • Year: 2021-09
  2. Two-grid methods for nonlinear time fractional diffusion equations by L1-Galerkin FEM
    • Authors: Yang Wang
    • Journal: Mathematics and Computers in Simulation
    • Year: 2021-07
  3. Two-grid method for semiconductor device problem by mixed finite element method and characteristics finite element method
    • Authors: Yang Wang
    • Journal: Electronic Research Archive
    • Year: 2021
  4. Two-grid methods for semilinear time fractional reaction diffusion equations by expanded mixed finite element method
    • Authors: Yang Wang
    • Journal: Applied Numerical Mathematics
    • Year: 2020-11
  5. A two-grid Eulerian–Lagrangian localized adjoint method to miscible displacement problems with dispersion term
    • Authors: Yang Wang
    • Journal: Computers & Mathematics with Applications
    • Year: 2020-08
  6. Two-grid methods of finite element solutions for semi-linear elliptic interface problems
    • Authors: Yang Wang
    • Journal: Numerical Algorithms
    • Year: 2020-05
  7. A two-grid method for semi-linear elliptic interface problems by partially penalized immersed finite element methods
    • Authors: Yang Wang
    • Journal: Mathematics and Computers in Simulation
    • Year: 2020-03
  8. Two-grid methods for semi-linear elliptic interface problems by immersed finite element methods
    • Authors: Yang Wang
    • Journal: Applied Mathematics and Mechanics
    • Year: 2019-11
  9. Two-grid methods of expanded mixed finite-element solutions for nonlinear parabolic problems
    • Authors: Yang Wang
    • Journal: Applied Numerical Mathematics
    • Year: 2019-10
  10. A two-grid method for incompressible miscible displacement problems by mixed finite element and Eulerian–Lagrangian localized adjoint methods
    • Authors: Not specified
    • Journal: Journal of Mathematical Analysis and Applications
    • Year: 2018-12