On the Siegel-Weil formula

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On the Siegel-Weil formula

Auteurs : Hans Reiter [Autriche]

Source :

• Monatshefte für Mathematik [ 0026-9255 ] ; 1993-09-01.

RBID : ISTEX:B6DD961D129DF155E936C48F4A14A4797A842703

English descriptors

• KwdEn :
  • Abelian subgroup, Acta math, Adele group, Adele groups, Adelic topology, Affine space, Algebra, Algebraic, Algebraic group, Algebraic groups, Arithmetic field, Automorphic forms, Automorphism topology, Banach space, Classical groups, Compact group, Complete system, Continuous function, Convergence, Convergence condition, Corresponding operator, Diagonal matrix, Discrete subgroup, Division algebra, Eisenstein-Siegel series, Finite dimension, Finite places, General case, Haar, Haar measure, Haar modulus, Hans reiter, Hermitian, Hermitian form, Inductive, Inductive limit topology, Inductive segal algebra, Infinite places, Invariant measure, Isomorphic mapping, Larger class, Lecture notes, Lemma, Local case, Local field, Local result, Matrix, Maximal torus, Metaplectic, Metaplectic group, Metaplectic groups, Minimal parabolic subgroup, Neutral element, Notation, Number field, Open subgroup, Operator norm, Parabolic subgroup, Present case, Product formula, Product structure, Product topology, Pure math, Quadratic form, Quadratic forms, Reiter, Reiter elements, Segal, Segal algebra, Segal algebras, Special case, Springer, Subgroup, Tensor product, Tensor representation, Theta, Theta consistency relations, Theta integrals, Topology, Vector space, Weil, adele group, metaplectic groups.
• Teeft :
  • Abelian subgroup, Acta math, Adele group, Adele groups, Adelic topology, Affine space, Algebra, Algebraic, Algebraic group, Algebraic groups, Arithmetic field, Automorphic forms, Automorphism topology, Banach space, Classical groups, Compact group, Complete system, Continuous function, Convergence, Convergence condition, Corresponding operator, Diagonal matrix, Discrete subgroup, Division algebra, Finite dimension, Finite places, General case, Haar, Haar measure, Haar modulus, Hans reiter, Hermitian, Hermitian form, Inductive, Inductive limit topology, Inductive segal algebra, Infinite places, Invariant measure, Isomorphic mapping, Larger class, Lecture notes, Lemma, Local case, Local field, Local result, Matrix, Maximal torus, Metaplectic, Metaplectic group, Metaplectic groups, Minimal parabolic subgroup, Neutral element, Notation, Number field, Open subgroup, Operator norm, Parabolic subgroup, Present case, Product formula, Product structure, Product topology, Pure math, Quadratic form, Quadratic forms, Reiter, Reiter elements, Segal, Segal algebra, Segal algebras, Special case, Springer, Subgroup, Tensor product, Tensor representation, Theta, Theta consistency relations, Theta integrals, Topology, Vector space, Weil.

Url:

• https://api.istex.fr/document/B6DD961D129DF155E936C48F4A14A4797A842703/fulltext/pdf

DOI: 10.1007/BF01301536

Affiliations:

• Autriche
• Vienne (Autriche)
• Vienne (Autriche)

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