Name:

Shu-Yu Hsu

Rank:

Assistant Professor

Degree Institution:

Ph.D. in Mathematics, The Chinese University of Hong Kong

Specialized Areas:

Partial Differential Equations,
Geometric Analysis

Phone:

(886)5-272-0411 ext 66133

E-mail:

syhsu@math.ccu.edu.tw

 

 

 


A.Publication List

  1. S.Y. Hsu, Global existence and uniqueness of solutions of the Ricci flow equation, Differential and Integral Equations 14(3) (2001), 305-320.
  2. S.Y. Hsu, Large time behaviour of solutions of the Ricci flow equation on R2, Pacific Journal of Mathematics 197(1) (2001), 25-41.
  3. S.Y. Hsu, Asymptotic profile of solutions of a singular diffusion equation as t → ∞, Nonlinear Analysis, TMA, vol 48 (2002), 781-790.
  4. S.Y. Hsu, Dynamics near extinction time of a singular diffusion equation, Math. Annalen 323(2) (2002), 281-318.
  5. S.Y. Hsu, Dynamics of solutions of a singular diffusion equation, Advances in Differential Equations 7(1) (2002), 77-97.
  6. S.Y. Hsu, Asymptotic behaviour of solution of the equation t = △ log near the extinction time, Advances in Differential Equations 8(2) (2003), 161-187.
  7. S.Y. Hsu Removable singularities and non-uniqueness of solutions of a singular diffusion equation, Math.  Annalen 325 (2003), 665-693.
  8. S.Y. Hsu, Uniqueness of solutions of a singular diffusion equation, Differential and Integral Equations 16(2) (2003), 181-200.
  9. S.Y. Hsu, Behaviour of solutions of a singular diffusion equation near the extinction time, Nonlinear Analysis, TMA 56(1) (2004), 63-104.
  10. S.Y. Hsu, Non-existence and behaviour at infinity of solutions of some elliptic equations, Discrete and Continuous Dynamical Systems 10(3) (2004), 769-786.
  11. S.Y. Hsu, Extinction profile of solutions of a singular diffusion equation, Comm.  in Applied Analysis 9(1) (2005).
  12. S.Y. Hsu, Large time behaviour of solutions of a singular diffusion equation in Rn, Nonlinear Analysis TMA, vol. 62(2005), 195-206.
  13. S.Y. Hsu, Classification of radially symmetric self-similar solutions of t = △ log in higher dimensions, Differential and Integral Equations, vol. 18, no. 10, (2005), 1175-1192.
  14. S.Y. Hsu, Existence of singular solutions of a degenerate equation in R2, Math. Annalen334(1)(2006), 153-197.


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