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Xiaowen Zhou

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Associate Professor

Department of Mathematics and Statistics 

Concordia University

1455 de Maisonneuve Blvd W.  Montreal Quebec H3G 1M8


Tel:    (514) 848-2424  Ext. 3220
Fax:   (514) 848-2831
Email:   xzhouATmathstatDOTconcordiaDOTca
Office:   LB 921.19 Sir George Williams Campus


Teaching


Recent Papers


(With D. Landriault  and J-F Renaud) Occupation times of spectrally negative Levy processes with applications. Accepted. Stochastic Processes and their Applications. PDF


(With H. He and Z. Li) An integral test on time dependent local extinction for super-coalescing Brownian motion with Lebesgue initial measure. In Press. Journal of Theoretical ProbabilityPDF

(With H. Albrecher and D. Kortschak) Pricing or Parisian options for a jump-diffusion model with two-sided jumps. Accepted. Applied Mathematical Finance. PDF

(With Z. Li, H. Wang, J. Xiong) Joint continuity of the solutions to a class of  nonlinear SPDEs. In Press. Probability Theory and related Fields. PDF

(With S. Feng, B. Schmuland and J. Vaillancourt) Reversibility of interacting Fleming-Viot processes with mutation, selection, and recombination. Canadian Journal of Mathematics  63 (2011), 104-122. PDF

Almost sure finiteness for the total occupation time of an $(\alpha,\beta)$-superprocess with Lebesgue initial measure.  Electronic Communication in Probability 15 (2010), 22-31. PDF

(With A. Kyprianou) General tax structures and the Levy insurance risk model. Accepted. Journal of Applied Probability. 46 (2009), 1146-1156. PDF

(With Z. Li) Distribution and propagation properties of superprocesses with general branching mechanisms.  Communications on Stochastic Analysis 2 (2008) 469-477. PDF

(With A. R. Kermany and D. A. Hickey) Joint stationary moments of a two-island diffusion model of population subdivision. Theoretical Population Biology 74 (2008), 226-232. PDF

A zero-one law of almost sure local extinction for $(1+\beta)$-super-Brownian motion.  Stochastic Processes and Their Applications 118 (2008), 1982-1996. PDF.

(With H. Albrecher and J. Renaud) A Levy insurance risk process with tax.  Journal of Applied Probability  45 (2008), 363-375. 

Stepping-stone model with circular Brownian migration. Canadian Mathematical Bulletin 51 (2008), 146-160. 

Exit problems for spectrally negative Levy processes reflected at either the supremum or the infimum. Journal of Applied Probability 44 (2007), 1012-1030.

A superprocess involving both branching and coalescing. Annales de L'Institut Henri Poincare (B) Probabilites et Statistiques 43 (2007), 599-618.

(With J. Renaud)  Moments of the expected present value of total dividends until ruin in a Levy risk model. Journal of Applied Probability 44 (2007),  420-427.

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