Faculty

Title: Professor
Email: yutan@163bj.com

University of Vermont, Postdoc. In Department of Math & Statistics
Hong KongUniversity of Science and Technology, Ph.D. in Department of Math
Peking  University, B.S. in Physics

2002.3—now:School of Statistics, RenminUniversity of China.
2000.12—2002.12:Consultant, Cambridge Triventure at Boston
1999.9—2001.9: Research Assistant Professor, Department of Math & Statistics, University of Vermont
1982.8—1996.5: Assistant Professor, Associate Professor, Institute of Applied Physics and Computational Mathematics, Beijing

High-Frequency Financial Data Analysis, Computational Statistics

MCMC Methods, Computational Statistics, Data Mining, High-Frequency Financial Data Analysis and Market Microstructure, Econometrics, C++ and Database Programming.

1999 First Prize in Army's Science and Technology Progress

1. Emily M. Tian, and Yu Tan, Perturbation Analysis of Homoclinic Structure in Zakharov Equations,Dynamics of Continuous, Discrete and Impulsive Systems. Accepted for publication,(SCI)
2. Yu Tan,Jianke Yangand Dmitry E Pelinovsky, Semi-Stability of Embedded Solitonin general fifth-Order KdV Equations, Wave Motion 36, 241(2002)(SCI)
3. Yu Tan , J.Yang,William L. Kath, and Curtis M. Menyuk, Transient evolution of the polarization dispersion vetor’s probabilityDistribution of Polarization Dispersion.J.Opt.Soc. Am. B. 19. 992(2002)(SCI)
4. Yu Tan and Jianke Yang, Complexity and Regularity of Vector-Soliton Collision,Phys. Rev. E 64. 056616 (2001). (SCI)
5. Yu Tan and Jianke Yang, Resonance and phase induced window sequences in vector soliton collisions. Phys. Lett A. 288, 309 (2001). (SCI)
6. Jianke Yang and Yu Tan, Fractal Dependence ofVector-Soliton Collisions in Birefringent Fbers.Physics Letters A 280 (2001) 129-138. (SCI)
7. Yu Tan and Jian-min Mao, Drifting of the solution pattern for the nonlinear Schrodinger equation,J. Phys.A: Math. Gen.33, 9119(2000). (SCI)
8. Jianke Yang and Yu Tan, Fractal Structure in the Collision of Vector-Solitons. Phys. Rev. Letter.85, 3624 (2000). (SCI)
9. Yu Tan and Jian-min Mao, Pattern Competition and Homoclinic crossing.Phys. Rev. E 57, 381 (1998) (SCI)
10. Yu Tan, X.T.He and S.G.Chen, Controlling Chaos Using Modified LyapunovExponents. Chinese Phys. Lett. 10, 321(1993) (SCI)
11. Yu Tan, X.T.He and S.G.Chen, Pattern form and Homoclinic structure inZakharov equation. Phys.Rev.A 45, 6109 (1992) (SCI)
12. Y. Yang and Yu Tan et al, Peak Point Displacement in the Two-dimensionNonlinear Schrodinger equation. Phys. Lett. A 216, 247(1996) (SCI)
13. Y.Yang and Yu Tan et al, Superrecurrence Phenomenon Relevant to the Phasein the Nonlinear Schrödinger equation. Modern Phys. Lett. B, B9, 1045(1995) (SCI)
14. C.Y.Zeng, X.T.He and Yu Tan, Quasiperiodic and Chaotic Behavior onZakharov Equations. Modern Phys. Lett. B, B8, 833(1994) (SCI)