New Exponents and Betti Numbers of Complement of Hyperplanes (Complex Analysis of Singularities)
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概要
著者
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寺尾 宏明
北海道大学理学部数学科
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Terao Hiroaki
International Christian University
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Terao Hiroaki
Department Of Mathematics International Christian University
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Terao Hiroaki
Department Of Mathematics University Of Wisconsin
関連論文
- Chambers of arrangements of hyperplanes and Arrow's impossibility theorem
- Primitive filtrations of the modules of invariant logarithmic forms of Coxeter arrangements
- Coxeter arrangements are hereditarily free
- Commutative algebras for arrangements
- The logarithmic forms of $k$-generic arrangements
- Logarithmic forms on affine arrangements
- The Jacobians and the discriminants of finite reflection groups
- Arrangements of hyperplanes and their freeness II : the Coxeter equality
- Arrangements of hyperplanes and their freeness I
- The Rational Forms on the Weighted Projective Space and the Filtration by the Order of Pole
- Reflection Groups, Combinatorics and Multi-Derivations
- Factorizations of the Orlik-Solomon Algebras(Combinatorial Theory and Related Topics)
- 超平面配置入門 : 特に、自由超平面配置について (Recent Topics on Real and Complex Singularities)
- Invariants of Unitary Reflection Groups
- 鏡映群の基本不変式のヤコビアンについての一注意(Analytic Varieties および Stratified spaces における諸問題)
- アレンジメントの特性多項式とlogarithmic multi vector fields(複素解析的特異点と可換環)
- On the discriminant and the bifurcation set(Singularities in Complex Analytic Geometry)
- Logarithmic vector Fields and a Generalized Coxeter Equality (Analytic Variety上の諸問題)
- On the Logarithmic Pole Differentials (微分方程式と超函数)
- 複素射影空間上の有理微分形式のなす複体について (代数幾何とその近傍)
- New Exponents and Betti Numbers of Complement of Hyperplanes (Complex Analysis of Singularities)
- Discriminant of a holomorphic map and logarithmic vector fields
- A primitive derivation and logarithmic differential forms of Coxeter arrangements
- On Betti Numbers of Complement of Hyperplanes
- Ranking patterns of unfolding models of codimension one
- The Shi arrangement of the type D