1975年5月生,安徽贵池人.1995年7月毕业于中国科大数学系, 1996.4-2001.3留学于日本东京大学,理学博士.
　　主要研究方向为复动力系统.主要从事(运用复分析工具)对区间映射迭代性质的研究.

　　1975年5月生,安徽贵池人.1995年7月毕业于中国科大数学系, 1996.4-2001.3留学于日本东京大学,理学博士.
　　主要研究方向为复动力系统.主要从事(运用复分析工具)对区间映射迭代性质的研究.

　　1． W.Shen. Bounds for one-dimensional maps without inflection critical points.
　　J. Math.Sci., Tokyo, 卷10 (2003), 41-88页

　　2. W.Shen. On the measurable dynamics of real rational functions.
　　Ergodic Theory Dyn. Syst. 卷23(2003). 957-983页

　　3. H.Bruin, W.Shen, S.van Strien. Invariant measures exist without a growth condition. Commun. Math. Phys. 卷241 (2003), 877-906页

　　4. W.Shen. On the metric properties of multimodal interval maps and
　　C2 density of Axiom A. Invent. Math. 卷156 (2004), 301-403页

　　5. W.Shen. Decay geometry for unimodal maps: An elementary proof.
　　Ann. Math. 卷163 （2006） 383-404页

　　6. O.Kozlovski, W.Shen, S.van Strien. Rigidity for real polynomials.
　　Ann. Math. 165 (2007) 749-841页

　　7. H.Bruin, W.Shen, S.van Strien. Existence of SRB measures is typical for
　　the family of unimodal polynomials. Ann. Sci. Ecole. Norm. Sup. 39 (2006) 381-414页

　　8. O.Kozlovski, W.Shen, S.van Strien. Density of hyperbolicity in
　　real one-dimensional dynamics. Ann. Math. 166 (2007) 145-182页

　　9. W.Shen, M.Todd. A C^k version of the real Koebe principle. Fund. Math. 185 (2005) 61-69页.

　　10. S.Li, W.Shen. Hausdorff dimension of Cantor attractors in one-dimensional dynamics. Invent. Math. 171 (2008) 345-387页

　　11. A.Avlia, J.Kahn, M.Lyubich, W.Shen. Combinatorial rigidity for unicritical polynomials. Ann. Math. accepted

　　12. S.Li, W.Shen. On unimodal maps with critical order close to 2. Fund. Math. 192 (2006) 77-86页

　　13. S.Li, W.Shen. Cr conjugacy of S-unimodal maps. Non-linearity 19 (2006) 1629-1634页

　　1． W.Shen. Bounds for one-dimensional maps without inflection critical points.
　　J. Math.Sci., Tokyo, 卷10 (2003), 41-88页

　　2. W.Shen. On the measurable dynamics of real rational functions.
　　Ergodic Theory Dyn. Syst. 卷23(2003). 957-983页

　　3. H.Bruin, W.Shen, S.van Strien. Invariant measures exist without a growth condition. Commun. Math. Phys. 卷241 (2003), 877-906页

　　4. W.Shen. On the metric properties of multimodal interval maps and
　　C2 density of Axiom A. Invent. Math. 卷156 (2004), 301-403页

　　5. W.Shen. Decay geometry for unimodal maps: An elementary proof.
　　Ann. Math. 卷163 （2006） 383-404页

　　6. O.Kozlovski, W.Shen, S.van Strien. Rigidity for real polynomials.
　　Ann. Math. 165 (2007) 749-841页

　　7. H.Bruin, W.Shen, S.van Strien. Existence of SRB measures is typical for
　　the family of unimodal polynomials. Ann. Sci. Ecole. Norm. Sup. 39 (2006) 381-414页

　　8. O.Kozlovski, W.Shen, S.van Strien. Density of hyperbolicity in
　　real one-dimensional dynamics. Ann. Math. 166 (2007) 145-182页

　　9. W.Shen, M.Todd. A C^k version of the real Koebe principle. Fund. Math. 185 (2005) 61-69页.

　　10. S.Li, W.Shen. Hausdorff dimension of Cantor attractors in one-dimensional dynamics. Invent. Math. 171 (2008) 345-387页

　　11. A.Avlia, J.Kahn, M.Lyubich, W.Shen. Combinatorial rigidity for unicritical polynomials. Ann. Math. accepted

　　12. S.Li, W.Shen. On unimodal maps with critical order close to 2. Fund. Math. 192 (2006) 77-86页

　　13. S.Li, W.Shen. Cr conjugacy of S-unimodal maps. Non-linearity 19 (2006) 1629-1634页

　　14. H. Bruin; J. Rivera-Letelier; W. Shen; S. van Strien. Large derivatives, backward contraction and invariant densities for interval maps. Invent. Math. accepted

　　15. H. Li; W. Shen. Dimensions of rational maps satisfying the backward contraction property. Fund. Math. 198 (2008) 165-176页