Arithmetic vector bundles and automorphic forms on Shimura varieties. I
Identifieur interne : 000E50 ( Istex/Corpus ); précédent : 000E49; suivant : 000E51Arithmetic vector bundles and automorphic forms on Shimura varieties. I
Auteurs : Michael HarrisSource :
- Inventiones mathematicae [ 0020-9910 ] ; 1985-02-01.
English descriptors
- KwdEn :
- Abelian, Abelian type, Abelian varieties, Abelian variety, Absolute hodge cycles, Acts trivially, Adjoint, Adjoint group, Adjoint representation, Algebra, Algebraic, Algebraic group, Algebraic representation, Algebraic vector bundle, Arithmetic, Arithmetic automorphic forms, Arithmetic quotients, Arithmetic varieties, Arithmetic vector bundles, Automorphic, Automorphic forms, Borovoi, Canonical, Canonical isomorphism, Canonical model, Canonical models, Central extension, Cohomology, Commutative diagram, Conjecture, Deligne, Differential operators, Faithful representation, Fiat part, Filtration, Finite extension, Flat connection, Flat part, Functor, Generalized symplectic imbedding, Global sections, Highest weight, Hodge, Hodge cycle, Hodge filtration, Hodge structure, Homogeneous vector bundle, Homogeneous vector bundles, Homomorphism, Identity component, Imbedding, Inverse image, Isomorphic, Isomorphism, Langlands, Lemma, Local system, Local systems, Maximal torus, Milne, Moduli space, Morphism, Natural transformation, Present paper, Principal bundle, Pullback, Quotient, Real extension, Reciprocity, Reflex field, Resp, Right action, Serre group, Shimura, Shimura varieties, Shimura variety, Special case, Special points, Subgroup, Subsheaf, Suffices, Surjective morphism, Symmetric domains, Symplectic, Symplectic imbedding, Tangent bundle, Tensor, Tensor category, Torus, Vector bundle, Vector bundles, Vector spaces.
- Teeft :
- Abelian, Abelian type, Abelian varieties, Abelian variety, Absolute hodge cycles, Acts trivially, Adjoint, Adjoint group, Adjoint representation, Algebra, Algebraic, Algebraic group, Algebraic representation, Algebraic vector bundle, Arithmetic, Arithmetic automorphic forms, Arithmetic quotients, Arithmetic varieties, Arithmetic vector bundles, Automorphic, Automorphic forms, Borovoi, Canonical, Canonical isomorphism, Canonical model, Canonical models, Central extension, Cohomology, Commutative diagram, Conjecture, Deligne, Differential operators, Faithful representation, Fiat part, Filtration, Finite extension, Flat connection, Flat part, Functor, Generalized symplectic imbedding, Global sections, Highest weight, Hodge, Hodge cycle, Hodge filtration, Hodge structure, Homogeneous vector bundle, Homogeneous vector bundles, Homomorphism, Identity component, Imbedding, Inverse image, Isomorphic, Isomorphism, Langlands, Lemma, Local system, Local systems, Maximal torus, Milne, Moduli space, Morphism, Natural transformation, Present paper, Principal bundle, Pullback, Quotient, Real extension, Reciprocity, Reflex field, Resp, Right action, Serre group, Shimura, Shimura varieties, Shimura variety, Special case, Special points, Subgroup, Subsheaf, Suffices, Surjective morphism, Symmetric domains, Symplectic, Symplectic imbedding, Tangent bundle, Tensor, Tensor category, Torus, Vector bundle, Vector bundles, Vector spaces.
Url:
DOI: 10.1007/BF01394784
Links to Exploration step
ISTEX:46F27F5FF324AF5D2EAC92F3A2C155975965CA28Le document en format XML
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automorphic forms</term><term>Arithmetic quotients</term><term>Arithmetic varieties</term><term>Arithmetic vector bundles</term><term>Automorphic</term><term>Automorphic forms</term><term>Borovoi</term><term>Canonical</term><term>Canonical isomorphism</term><term>Canonical model</term><term>Canonical models</term><term>Central extension</term><term>Cohomology</term><term>Commutative diagram</term><term>Conjecture</term><term>Deligne</term><term>Differential operators</term><term>Faithful representation</term><term>Fiat part</term><term>Filtration</term><term>Finite extension</term><term>Flat connection</term><term>Flat part</term><term>Functor</term><term>Generalized symplectic imbedding</term><term>Global sections</term><term>Highest weight</term><term>Hodge</term><term>Hodge cycle</term><term>Hodge filtration</term><term>Hodge structure</term><term>Homogeneous vector bundle</term><term>Homogeneous vector bundles</term><term>Homomorphism</term><term>Identity 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