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Dr. Ying Li

  • Ying Li Profile

    Position: Associate Professor of Mathematics

    Department: Mathematics

    Office: Science Center 011

    Email Dr. Ying Li

    814.4723854

    About Dr. Ying Li

    Education

    • BS in Computer Science: Beijing Jiaotong University
    • Ph.D. in Applied Math: Michigan State University

    Biography

    • Courses Taught
    • Academic Career
    • Applied Math
    Courses Taught
    • STAT 101 Statistics
    • MATH 121 Calculus I
    • MATH 122 Caluclus II
    • MATH 212 Approximation Methods I
    • MATH 306 Ordinary Differential Equations I
    • MATH 307 Ordinary Differential Equations II
    • MATH 308 Partial Differential Equations
    • MATH 309 Mathematical Modeling
    • MATH 312 Approximation Methods II
    • MATH 322 Linear Algebra
    • MATH 407 Abstract Algebra I
    • MATH 412 Projects in Scientific Computing
    • Complex Analysis
    • College Algebra
      Academic Career

      Professional Experience

      • Visiting Assistant Professor, University of California , Irvine, 2007

      Research Interests

      • Applied Mathematics and Numerical Analysis
      • PDE
      • Mathematical Modeling
      • Algebraic Geometry

        Publications

        • Numerical solution of nonlinear diffraction problems, J. Comput. Appl. Math., 190(2006), 170-189.
        • Lp estimates of Maxwell’s equations in a bounded domain, Journal of Differential Equations, (245)2008, 3674-3686.
        • Inverse Scattering Approach on Tomography Problem Using Multi-frequency Data, Journal of Advanced Research in Applied Mathematics, Vol. 6(4), 10-28, 2014.
        • Mathematical Modeling on Open Limestone Channel, Mathematics Exchange, Vol. 9(1), 2014.
        • Effective ranges in a modeled open limestone channel, Faculty advisor, SIAM Undergraduate Research Online, Volume 8, 2015.
        • Long-term differential modeling on open limestone channels, Faculty advisor, submitted to SIAM Undergraduate Research Online.
          Applied Math

          Applied Mathematics is a rich field that incorporates theoretical mathematics with many other fields. In our applied math program, you can choose courses from one of the following disciplines and obtain skills so forth.

          • Computer Science
          • Engineering
          • Chemistry
          • Biology
          • Finance
          • Social Science
          • Others