COHOMOLOGY GROUPS OF SECTIONS OF HOMOGENEOUS LINE BUNDLES OVER A TOROIDAL GROUP
- Abe, Yukitaka
- 阿部, 幸隆
DOIAbstract
We completely determine cohomology groups of sections of homogeneous line bundles over a toroidal group
We completely determine cohomology groups of sections of homogeneous line bundles over a toroidal group
In [Trans. Am. Math. Sec. 230 (1977) 235], Rawnsley studies a strongly integrable subtangent bundle ...
Dedicated to the memory of Professor G. Ghogoshvili Abstract. Border homology and cohomology groups ...
e show that certain line bundles on the cotangent bundle of a Grassmannian arising from an anti-domi...
The cohomology groups of line bundles over complex tori (or abelian varieties) are classically studi...
In this article we give a vanishing result for the cohomology groups Hp,q(X,Š E⊗ L), wher...
Let G be a simply connected linear algebraic group, defined over the field of complex numbers, whose...
We show that if M is the total space of a holomorphic bundle with base space a simply connected homo...
We observe that work of Gugenheim and May on the cohomology of classical homogeneous spaces G/H of L...
We give a recursive description of the characters of the cohomology of the line bundles of the three...
AbstractLet G be a simply connected linear algebraic group, defined over the field of complex number...
AbstractWe give a recursive description of the characters of the cohomology of the line bundles of t...
AbstractLet Γ be a cocompact lattice in a connected complex Lie group G. Given an invariant holomorp...
57 pagesIn this paper we study general hyperplane sections of adjoint and coadjoint varieties. We sh...
In this work we give a method for computing sections of homoge- neous vector bundles on any rational...
This chapter discusses the cohomology of groups. The cohomology of groups is one of the crossroads o...
In [Trans. Am. Math. Sec. 230 (1977) 235], Rawnsley studies a strongly integrable subtangent bundle ...
Dedicated to the memory of Professor G. Ghogoshvili Abstract. Border homology and cohomology groups ...
e show that certain line bundles on the cotangent bundle of a Grassmannian arising from an anti-domi...
The cohomology groups of line bundles over complex tori (or abelian varieties) are classically studi...
In this article we give a vanishing result for the cohomology groups Hp,q(X,Š E⊗ L), wher...
Let G be a simply connected linear algebraic group, defined over the field of complex numbers, whose...
We show that if M is the total space of a holomorphic bundle with base space a simply connected homo...
We observe that work of Gugenheim and May on the cohomology of classical homogeneous spaces G/H of L...
We give a recursive description of the characters of the cohomology of the line bundles of the three...
AbstractLet G be a simply connected linear algebraic group, defined over the field of complex number...
AbstractWe give a recursive description of the characters of the cohomology of the line bundles of t...
AbstractLet Γ be a cocompact lattice in a connected complex Lie group G. Given an invariant holomorp...
57 pagesIn this paper we study general hyperplane sections of adjoint and coadjoint varieties. We sh...
In this work we give a method for computing sections of homoge- neous vector bundles on any rational...
This chapter discusses the cohomology of groups. The cohomology of groups is one of the crossroads o...
In [Trans. Am. Math. Sec. 230 (1977) 235], Rawnsley studies a strongly integrable subtangent bundle ...
Dedicated to the memory of Professor G. Ghogoshvili Abstract. Border homology and cohomology groups ...
e show that certain line bundles on the cotangent bundle of a Grassmannian arising from an anti-domi...
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