Serveur d'exploration Bourbaki - Analysis (France)

Index « Auteurs » - entrée « Olivier Mathieu »
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Olivier Guichard < Olivier Mathieu < Olivier Schiffmann  Facettes :

List of bibliographic references

Number of relevant bibliographic references: 3.
Ident.Authors (with country if any)Title
000574 (1995) Olivier Mathieu [France]The Symplectic Operad
000618 (1992) Olivier Mathieu [France, États-Unis]Classification of simple graded Lie algebras of finite growth
000719 (1986) Olivier Mathieu [France]Classification des algèbres de Lie graduées simples de croissance ≦1

List of associated KwdEn.i

Nombre de
documents
Descripteur
1Acts reductively
1Acts trivially
1Adjoint
1Adjoint module
1Adjoint type
1Algebra
1Algebra isomorphic
1Algebra morphism
1Algorithm
1Bilinear
1Bilinear maps
1Bilinear morphism
1Bracket
1Cartan
1Cartan algebra
1Cartan algebras
1Cartan subalgebra
1Codimension
1Commutative
1Convenient choice
1Degree derivation
1Distinct elements
1Equivalence class
1Exponential
1Exponential growth
1Finite
1Finite codimension
1Finite codimensional
1Finite dimension
1Finite growth
1Finitely
1Global results
1Grading
1Guillemin
1Guillemin algebra
1Heisenberg algebra
1Homogenous
1Homogenous components
1Homogenous element
1Induction hypothesis
1Infinite dimension
1Infinite growth
1Infinite sequence
1Integer
1Integrability
1Integrable
1Intermediate growth
1Irreducible
1Irreducible verma module
1Isomorphic
1Kerfl
1Lemma
1Linear combination
1Local algebra
1Local algebra subquotient
1Local part
1Local results
1Local subalgebra
1Loop algebra
1Main theorem
1Mathieu
1Mathieu proof
1Matrix
1Minimality
1Module
1Modulo
1Morphism
1Next lemma
1Pairing
1Partial brackets
1Partial part
1Quotient
1Recognition theorem
1Recurrence
1Recurrence hypothesis
1Reductive
1Resp
1Sect
1Semi
1Semi order
1Square matrix
1Standard change
1Standard loop
1Standard loops
1Subalgebra
1Subalgebras
1Submodule
1Subquotient
1Subset
1Suffices
1Symplectic form
1Universal property
1Vector space
1Verma
1Virasoro algebra
1Weak integrability
1White vertices
1Yves benoist

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