BIMSA > 纪尧姆·塔哈尔
助理研究员 纪尧姆·塔哈尔

团队: 分析和几何

办公室: A3-2-205

邮箱: guillaume.tahar@bimsa.cn

研究方向: 微分几何

CV

个人简介

Tahar是BIMSA助理研究员。在加入BIMSA之前，他曾在魏茨曼科学研究所担任高级博士后研究员。他致力于平面上各种几何结构的模空间研究，包括平移和扩张结构、平坦度规和锥球度规。Guillaume-Tahar最近的研究兴趣涉及线性微分算子、isoresidual fibrations和simplicial arrangements of lines.

研究兴趣

  • Geometry and dynamics on surfaces
  • Moduli spaces of differential forms on Riemann surfaces

教育经历

  • 2013 - 2017      Universite Paris Diderot      Mathematics      博士      (Supervisor: Professor Anton Zorich)

荣誉与奖项

  • 2021      Senior Fellowship      Weizmann Institute of Science (Feinberg Graduate School)

出版物

  • [1] Dawei Chen, Quentin Gendron, Miguel Prado, Guillaume Tahar, Isoresidual curves (2024)
  • [2] Quentin Gendron, Guillaume Tahar, k-differentials with prescribed singularities, accepted by Annales de la faculté des sciences de Toulouse (2024)
  • [3] Dmitri Panov, Guillaume Tahar, Simplicial arrangements with few double points (2024)
  • [4] Adrien Boulanger, Selim Ghazouani, Guillaume Tahar, Closed geodesics in dilation surfaces, accepted by Geometry & Topology(2024)
  • [5] Per Alexandersson, Nils Hemmingsson, Dmitry Novikov, Boris Shapiro, Guillaume Tahar, On boundary points of minimal continuously Hutchinson invariant sets (2024)
  • [6] Quentin Gendron, Guillaume Tahar, Quadratic differentials with prescribed singularities, accepted by Canadian Journal of Mathematics(2024)
  • [7] Per Alexandersson, Nils Hemmingsson, Dmitry Novikov, Boris Shapiro, Guillaume Tahar, Linear first order differential operators and their Hutchinson invariant sets, Journal of Differential Equations, 391(2024), 265-320
  • [8] Gianluca Faraco, Guillaume Tahar, Yongquan Zhang, Isoperiodic foliation of the stratum H(1,1,−2)(2024)
  • [9] Ben-Michael Kohli, Guillaume Tahar, A lower bound for the genus of a knot using the Links- Gould invariant(2023)
  • [10] Myongjae Lee, Guillaume Tahar, One-dimensional strata of residueless meromorphic differentials(2023)
  • [11] Quentin Gendron, Guillaume Tahar, Dihedral monodromy of cone spherical metrics, Illinois Journal of Mathematics, 67(2023), 3, 457-483
  • [12] Arnaud Cheritat, Guillaume Tahar, Similarity Surfaces, connections and the measurable Riemann mapping theorem(2023)
  • [13] Dmitry Novikov, Boris Shapiro, Guillaume Tahar, On limit sets for geodesics of meromorphic connections, Journal of Dynamical and Control Systems, 29(2023), 55-70
  • [14] Arnaud Cheritat, Guillaume Tahar, Stiff connections in pseudo-Euclidean manifolds(2023)
  • [15] Kai Fu, Guillaume Tahar, Bounds on saddle connections for flat spheres(2023)
  • [16] Guillaume Tahar, Horizon saddle connections and Morse-Smale dynamics of dilation surfaces, Journal of Modern Dynamics, 19(2023), 417-431
  • [17] Guillaume Tahar, Geometric decompositions of surfaces with spherical metric and conical singularities, Quarterly Journal of Mathematics, 73(2022), 2, 657-678
  • [18] Quentin Gendron, Isoresidual fibration and resonance arrangements, Letters in Mathematical Physics, 112(2022), 33, 1-36
  • [19] Guillaume Tahar, Horizon saddle connections, quasi-Hopf surfaces and Veech groups of dilation surfaces, Geometriae Dedicata, 212(2021), 1, 1-16
  • [20] Boris Shapiro, Guillaume Tahar, On Existence of quasi-Strebel structures for meromorphic k-differentials, L'Enseignement Mathematique, 67(2021), 2, 187-207
  • [21] Guillaume Tahar, A Topological Bound on the Cantor– Bendixson Rank of Meromorphic Differentials, Arnold Mathematical Journal, 7(2021), 2, 213-223
  • [22] Quentin Gendron, Guillaume Tahar, Abelian differentials with prescribed singularities, Journal de l'Ecole Polytechnique, 8(2021), 1397-1428
  • [23] Guillaume Tahar, Veech groups of flat surfaces with poles, Annales de la faculté des sciences de Toulouse, 29(2020), 1, 57-78
  • [24] Guillaume Tahar, Chamber structure of modular curves X1(N), Arnold Mathematical Journal, 4(2019), 459-481
  • [25] Guillaume Tahar, Geometric triangulations and flips, Comptes rendus de l'Académie des sciences, 357(2019), 620-623
  • [26] Guillaume Tahar, Counting saddle connections in flat surfaces with poles of higher order, Geometriae Dedicata, 196(2018), 145-186

 

更新时间: 2025-03-28 01:57:07