Simple Six-Line Arrangements on a Projective Plane over a Prime Field

スポンサーリンク

概要

• 論文の詳細を見る
• 2006-12-01

著者

• Sekiguchi Jiro

  Department Of Mathematics Tokyo University Of Agriculture And Technology

• Sekiguchi Jiro

  Department Of Mathematics Faculty Of Science Kyoto University

• SEKIGUCHI Jiro

  Department of Mathematics, Tokyo University of Agriculture and Technology

関連論文

• REFLECTION SUBGROUPS OF THE MONODROMY GROUPS OF APPELL’S F4
• Compactifications of the configuration space of six points of the projective plane and fundamental solutions of the hypergeometric system of type (3,6)
• A classification of weighted homogeneous Saito free divisors
• Quasi-Zalgaller polyhedra belonging to M_
• Invariant vector fields on a simple Lie algebra under the adjoint action
• The versal deformation of the E_6-singularity and a family of cubic surfaces
• Zonal Spherical Functions on Some Symmetric Spaces
• Remarks on real nilpotent orbits of a symmetric pair
• The closure ordering of adjoint nilpotent orbits in so(p,q)
• The birational action of 〓 on P^2(C) and the icosahedron
• Configurations of seven lines on the real projective plane and the root system of type E_7
• Simple Six-Line Arrangements on a Projective Plane over a Prime Field
• CROSS RATIO VARIETIES FOR ROOT SYSTEMS II: THE CASE OF THE ROOT SYSTEM OF TYPE $ E_7 $
• CROSS RATIO VARIETIES FOR ROOT SYSTEMS

もっと見る 閉じる

スポンサーリンク