Jingyang Shu


  • I am a Research Assistant Professor in the Department of Mathematics. My mentor is Professor Mihaela Ignatova.
  • Before coming to Temple, I received my Ph.D. from UC Davis, under the supervision of Professor John K. Hunter.
  • My research interests include fluid dynamics and nonlinear PDEs. Here is my CV.
  •  
    Email: jyshu at (namely, "@") temple dot (namely, ".") edu
    Office: 524 Wachman Hall
    Mailing Address:
    Department of Mathematics
    Temple University
    1805 N Broad St
    Philadelphia, PA 19122

    Webpage: http://math.temple.edu/~jyshu



    Education:
    2020            Ph.D. in MathematicsUniversity of California, Davis
    2016 M.A. in MathematicsUniversity of California, Davis
    2014 B.S. in Mathematics (Cum Laude)                Renmin University of China



    (Pre-)Publications:
    (Papers listed here may be more updated than the arXiv versions)

    1. Global Solutions of the Nernst-Planck-Euler Equations, with M. IGNATOVA. Preprint 2021.
    2. On the Approximation of Vorticity Fronts by the Burgers-Hilbert Equation, with J. K. HUNTER, R. C. MORENO-VASQUEZ, and Q. ZHANG. Preprint 2020.
    3. Global Solutions for a Family of GSQG Front Equations, with J. K. HUNTER and Q. ZHANG. Preprint 2020.
    4. Contour Dynamics for Surface Quasi-Geostrophic Fronts, with J. K. HUNTER and Q. ZHANG. Nonlinearity, 33 (2020), no. 9, 1967–1984. [PDF]
    5. Two-Front Solutions of the SQG Equation and its Generalizations, with J. K. HUNTER and Q. ZHANG. Commun. Math. Sci., 18 (2020), no. 6, 1685–1741. [PDF]
    6. Fronts for the SQG Equation: A Review. Hyperbolic Problems: Theory, Numerics, Applications, AIMS Ser. Appl. Math., 10 (2020), 630–638, Am. Inst. Math. Sci. (AIMS), Springfield, MO. [PDF]
    7. Global Solutions of a Surface Quasi-Geostrophic Front Equation, with J. K. HUNTER and Q. ZHANG. Preprint 2018.
    8. Local Well-posedness of an Approximate Equation for SQG Fronts, with J. K. HUNTER and Q. ZHANG. J. Math. Fluid Mech., 20 (2018), no. 4, 1967–1984. [PDF]
    9. Regularized and Approximate Equations for Sharp Fronts in the Surface Quasi-Geostrophic Equation and its Generalizations, with J. K. HUNTER. Nonlinearity, 31 (2018), no. 6, 2480–2517. [PDF]



      Teaching:
      At Temple University:
      Calculus I (Fall, 2020: MATH 1041.015 and MATH 1041.032)

      At UC Davis:
      Real Analysis (Summer 2018)
      Differential Equations (Summer 2016)
      Short Calculus I (Summer 2015)



      Scribed Notes:
      An Introduction to the Mathematical Theory of the Incompressible Navier–Stokes Equations (lectures by Prof. Shu Wang at Mini-school on Mathematical Theory of Fluid Mechanics, 2020)
      An Introduction to Instabilities in Interfacial Fluid Dynamics (lectures by Prof. Ian Tice at USC Summer School on Mathmatical Fuilds, 2017)