教授
Ohshika Ken'ichi
大鹿 健一
- Affiliation
- Gakushuin University · Graduate School of Natural Science
- Research keywords
- Teichmuller space, Thurston geometry, Kleinian groups, measured laminations, quasiconformal function theory, Lipschitz function theory, geometric topology, hyperbolic surfaces, bounded image theorem
- Research fields
- Geometry, Basic analysis, Mathematics, Algebra, 代数学・幾何学, Global analysis, General mathematics (including Probability theory/Statistical mathematics), Mathematics and Physics, Science, Science and Engineering, 解析学
- Funded projects
- 45 grants · latest 2025
Recent work
- THE INFINITESIMAL AND GLOBAL THURSTON GEOMETRY OF TEICHMÜLLER SPACE(2025)
- Lipschitz and Quasiconformal Mappings in Cartography(2025)
- Ends and Compactifications in Geometric Topology(2025)
- Thurston’s Broken Windows Only Theorem Revisited(2024)
- Philosophy Behind Mathematics(2024)
Funded projects
- 複素幾何学的側面からの統一的理解を目指したタイヒミュラー理論の展開(2025)
- 3次元トポロジーへの応用を目指した離散群の表現空間と大域幾何の研究(2022)
- 3次元トポロジーへの応用を目指した離散群の表現空間と大域幾何の研究(2022)
- タイヒミュラー空間論の複素解析的側面の深化と多角的視点からの新展開(2020)
- タイヒミュラー空間論の複素解析的側面の深化と多角的視点からの新展開(2020)
