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(Created page with "These 160 pages do contain the keyword "algebraic group": Abelian variety | Adele group | Adjoint group | Adjoint representation of a Lie group | [[Algebraic ...")
 
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These 160 pages do contain the keyword "algebraic group":
 
These 160 pages do contain the keyword "algebraic group":
  
−
[[Abelian variety]] |
+
G=geometric
−
[[Adele group]] |
+
Ar=arithmetic
−
[[Adjoint group]] |
+
S=Structural
−
[[Adjoint representation of a Lie group]] |
+
R=Representation
 +
An=Analytic
 +
Gr=Group theory
 +
I=Invariant theory
 +
C=Classification
 +
LA=Lie algebra
 +
 
 +
 
 +
G [[Abelian variety]] |
 +
Ar [[Adele group]] |
 +
S [[Adjoint group]] |
 +
R [[Adjoint representation of a Lie group]] |
 
[[Algebraic curve]] |
 
[[Algebraic curve]] |
 
[[Algebraic geometry]] |
 
[[Algebraic geometry]] |
−
[[Algebraic group]] |
+
S [[Algebraic group]] |
−
[[Algebraic group of transformations]] |
+
G [[Algebraic group of transformations]] |
 
[[Algebraic independence]] |
 
[[Algebraic independence]] |
 
[[Algebraic surface]] |
 
[[Algebraic surface]] |
−
[[Algebraic torus]] |
+
S [[Algebraic torus]] |
−
[[Algebraic variety, automorphism of an]] |
+
G [[Algebraic variety, automorphism of an]] |
−
[[Analytic group]] |
+
An [[Analytic group]] |
−
[[Anisotropic group]] |
+
S [[Anisotropic group]] |
−
[[Anisotropic kernel]] |
+
S [[Anisotropic kernel]] |
−
[[Arithmetic group]] |
+
Ar [[Arithmetic group]] |
−
[[Automorphic function]] |
+
An [[Automorphic function]] |
−
[[Borel fixed-point theorem]] |
+
G [[Borel fixed-point theorem]] |
−
[[Borel subgroup]] |
+
S [[Borel subgroup]] |
−
[[Bruhat decomposition]] |
+
S [[Bruhat decomposition]] |
−
[[Cartan subalgebra]] |
+
S [[Cartan subalgebra]] |
−
[[Cartan subgroup]] |
+
S [[Cartan subgroup]] |
−
[[Cartan theorem]] |
+
S [[Cartan theorem]] |
−
[[Character group]] |
+
Gr [[Character group]] |
−
[[Character of a group]] |
+
Gr [[Character of a group]] |
−
[[Chevalley group]] |
+
S [[Chevalley group]] |
−
[[Classical group]] |
+
G [[Classical group]] |
−
[[Comitant]] |
+
I [[Comitant]] |
−
[[Compact group]] |
+
An [[Compact group]] |
−
[[Complementary series (of representations)]] |
+
R [[Complementary series (of representations)]] |
−
[[Complexification of a Lie group]] |
+
An [[Complexification of a Lie group]] |
−
[[Congruence subgroup]] |
+
Ar [[Congruence subgroup]] |
−
[[Congruence subgroup problem]] |
+
Ar [[Congruence subgroup problem]] |
−
[[Connected component of the identity]] |
+
S [[Connected component of the identity]] |
 
[[Constructible subset]] |
 
[[Constructible subset]] |
−
[[Contragredient representation]] |
+
R [[Contragredient representation]] |
−
[[Deformation]] |
+
G [[Deformation]] |
−
[[Diagonal group]] |
+
S [[Diagonal group]] |
−
[[Diagonalizable algebraic group]] |
+
S [[Diagonalizable algebraic group]] |
 
[[Differential algebra]] |
 
[[Differential algebra]] |
 
[[Dimension polynomial]] |
 
[[Dimension polynomial]] |
−
[[Discrete subgroup]] |
+
Ar [[Discrete subgroup]] |
 
[[Dixmier mapping]] |
 
[[Dixmier mapping]] |
 
[[Duality]] |
 
[[Duality]] |
 
[[Extension of a differential field]] |
 
[[Extension of a differential field]] |
−
[[Finite group]] |
+
Gr [[Finite group]] |
 
[[Finiteness theorems]] |
 
[[Finiteness theorems]] |
−
[[Flag]] |
+
G [[Flag]] |
−
[[Flag structure]] |
+
G [[Flag structure]] |
−
[[Formal group]] |
+
G [[Formal group]] |
−
[[Form of an algebraic group]] |
+
S [[Form of an algebraic group]] |
−
[[Form of an (algebraic) structure]] |
+
S [[Form of an (algebraic) structure]] |
 
[[Galois cohomology]] |
 
[[Galois cohomology]] |
−
[[General linear group]] |
+
Ex [[General linear group]] |
 
[[General position]] |
 
[[General position]] |
−
[[Group]] |
+
Gr [[Group]] |
−
[[Group of finite Morley rank]] |
+
Gr [[Group of finite Morley rank]] |
−
[[Group scheme]] |
+
G [[Group scheme]] |
−
[[Hasse principle]] |
+
Ar [[Hasse principle]] |
 
[[Hilbert theorem]] |
 
[[Hilbert theorem]] |
−
[[Homogeneous space]] |
+
G [[Homogeneous space]] |
−
[[Homogeneous space of an algebraic group]] |
+
G [[Homogeneous space of an algebraic group]] |
−
[[Hopf algebra]] |
+
G [[Hopf algebra]] |
−
[[Idele]] |
+
Ar [[Idele]] |
−
[[Invariants, theory of]] |
+
I [[Invariants, theory of]] |
−
[[Iwasawa decomposition]] |
+
S [[Iwasawa decomposition]] |
 
[[Jacobi variety]] |
 
[[Jacobi variety]] |
 
[[Jordan algebra]] |
 
[[Jordan algebra]] |
−
[[Jordan decomposition]] |
+
S [[Jordan decomposition]] |
−
[[Jordan matrix]] |
+
S [[Jordan matrix]] |
 
[[Kempf vanishing theorem]] |
 
[[Kempf vanishing theorem]] |
−
[[Lie algebra]] |
+
LA [[Lie algebra]] |
−
[[Lie algebra, algebraic]] |
+
LA [[Lie algebra, algebraic]] |
−
[[Lie algebra of an algebraic group]] |
+
LA [[Lie algebra of an algebraic group]] |
−
[[Lie algebra, reductive]] |
+
LA [[Lie algebra, reductive]] |
−
[[Lie algebra, semi-simple]] |
+
LA [[Lie algebra, semi-simple]] |
−
[[Lie algebra, solvable]] |
+
LA [[Lie algebra, solvable]] |
−
[[Lie algebra, supersolvable]] |
+
LA [[Lie algebra, supersolvable]] |
−
[[Lie group]] |
+
An [[Lie group]] |
−
[[Lie group, compact]] |
+
An [[Lie group, compact]] |
−
[[Lie group, nilpotent]] |
+
An [[Lie group, nilpotent]] |
−
[[Lie group, semi-simple]] |
+
An [[Lie group, semi-simple]] |
−
[[Lie group, solvable]] |
+
An [[Lie group, solvable]] |
−
[[Lie group, supersolvable]] |
+
An [[Lie group, supersolvable]] |
−
[[Lie p-algebra]] |
+
LA [[Lie p-algebra]] |
−
[[Lie theorem]] |
+
G [[Lie theorem]] |
−
[[Linear algebraic group]] |
+
Ex [[Linear algebraic group]] |
−
[[Linear algebraic groups, arithmetic theory of]] |
+
Ar [[Linear algebraic groups, arithmetic theory of]] |
−
[[Linear group]] |
+
Ex [[Linear group]] |
−
[[Matsushima criterion]] |
+
G [[Matsushima criterion]] |
−
[[Maximal torus]] |
+
S [[Maximal torus]] |
−
[[Moduli theory]] |
+
G [[Moduli theory]] |
−
[[Mumford hypothesis]] |
+
G [[Mumford hypothesis]] |
 
[[Non-Abelian cohomology]] |
 
[[Non-Abelian cohomology]] |
−
[[Orbit]] |
+
G [[Orbit]] |
−
[[Orthogonal group]] |
+
Ex [[Orthogonal group]] |
−
[[Parabolic subalgebra]] |
+
S [[Parabolic subalgebra]] |
−
[[Parabolic subgroup]] |
+
S [[Parabolic subgroup]] |
 
[[Period mapping]] |
 
[[Period mapping]] |
 
[[Picard group]] |
 
[[Picard group]] |
Line 104: Line 115:
 
[[Principal analytic fibration]] |
 
[[Principal analytic fibration]] |
 
[[Principal homogeneous space]] |
 
[[Principal homogeneous space]] |
−
[[Quantum groups]] |
+
G [[Quantum groups]] |
−
[[Quasi-split group]] |
+
S [[Quasi-split group]] |
−
[[Radical of a group]] |
+
S [[Radical of a group]] |
−
[[Rank]] |
+
S [[Rank]] |
−
[[Rank of a Lie group]] |
+
S [[Rank of a Lie group]] |
−
[[Rank of an algebraic group]] |
+
S [[Rank of an algebraic group]] |
 
[[Rationality theorems]] |
 
[[Rationality theorems]] |
 
[[Rational representation]] |
 
[[Rational representation]] |
 
[[Rational singularity]] |
 
[[Rational singularity]] |
 
[[Reduced scheme]] |
 
[[Reduced scheme]] |
−
[[Reductive group]] |
+
S [[Reductive group]] |
−
[[Regular torus]] |
+
S [[Regular torus]] |
−
[[Relative root system]] |
+
S [[Relative root system]] |
−
[[Representation of a compact group(2)]] |
+
R [[Representation of a compact group(2)]] |
−
[[Representation of a group]] |
+
R [[Representation of a group]] |
−
[[Satake compactification]] |
+
G [[Satake compactification]] |
 
[[Schneider method]] |
 
[[Schneider method]] |
−
[[Schubert calculus]] |
+
G [[Schubert calculus]] |
−
[[Schubert cell]] |
+
G [[Schubert cell]] |
−
[[Schubert cycle]] |
+
G [[Schubert cycle]] |
−
[[Schubert variety]] |
+
G [[Schubert variety]] |
 
[[Selberg conjecture]] |
 
[[Selberg conjecture]] |
 
[[Semi-invariant(2)]] |
 
[[Semi-invariant(2)]] |
−
[[Semi-simple algebraic group]] |
+
S [[Semi-simple algebraic group]] |
−
[[Semi-simple element]] |
+
S [[Semi-simple element]] |
 
[[Shimura variety]] |
 
[[Shimura variety]] |
−
[[Simple group]] |
+
Gr  [[Simple group]] |
−
[[Simply-connected group]] |
+
S [[Simply-connected group]] |
 
[[Singular point]] |
 
[[Singular point]] |
 
[[Smooth scheme]] |
 
[[Smooth scheme]] |
 
[[Solv manifold]] |
 
[[Solv manifold]] |
−
[[Spinor group]] |
+
Ex [[Spinor group]] |
−
[[Split group]] |
+
S [[Split group]] |
 
[[Stability theorems in algebraic K-theory]] |
 
[[Stability theorems in algebraic K-theory]] |
 
[[Stability theory (in logic)]] |
 
[[Stability theory (in logic)]] |
 
[[Steinberg module]] |
 
[[Steinberg module]] |
 
[[Steinberg symbol]] |
 
[[Steinberg symbol]] |
−
[[Symplectic group]] |
+
Ex [[Symplectic group]] |
−
[[Tamagawa measure]] |
+
Ar [[Tamagawa measure]] |
−
[[Tamagawa number]] |
+
Ar [[Tamagawa number]] |
 
[[Tilting theory]] |
 
[[Tilting theory]] |
−
[[Tits building]] |
+
G [[Tits building]] |
 
[[Tits quadratic form]] |
 
[[Tits quadratic form]] |
−
[[Tits system]] |
+
S [[Tits system]] |
 
[[Topological dynamical system]] |
 
[[Topological dynamical system]] |
−
[[Torus]] |
+
S [[Torus]] |
 
[[Transcendental number]] |
 
[[Transcendental number]] |
−
[[Transformation group]] |
+
G [[Transformation group]] |
 
[[Trigonalizable element]] |
 
[[Trigonalizable element]] |
 
[[Uniform distribution]] |
 
[[Uniform distribution]] |
 
[[Uniform subgroup]] |
 
[[Uniform subgroup]] |
−
[[Unipotent element]] |
+
S [[Unipotent element]] |
−
[[Unipotent group]] |
+
S [[Unipotent group]] |
−
[[Weyl group]] |
+
S [[Weyl group]] |
−
[[Weyl module]] |
+
R [[Weyl module]] |
 
[[Witt vector]] |
 
[[Witt vector]] |
 
[[Zeta-function]] |
 
[[Zeta-function]] |

Revision as of 07:40, 30 March 2012

These 160 pages do contain the keyword "algebraic group":

G=geometric Ar=arithmetic S=Structural R=Representation An=Analytic Gr=Group theory I=Invariant theory C=Classification LA=Lie algebra


G Abelian variety | Ar Adele group | S Adjoint group | R Adjoint representation of a Lie group | Algebraic curve | Algebraic geometry | S Algebraic group | G Algebraic group of transformations | Algebraic independence | Algebraic surface | S Algebraic torus | G Algebraic variety, automorphism of an | An Analytic group | S Anisotropic group | S Anisotropic kernel | Ar Arithmetic group | An Automorphic function | G Borel fixed-point theorem | S Borel subgroup | S Bruhat decomposition | S Cartan subalgebra | S Cartan subgroup | S Cartan theorem | Gr Character group | Gr Character of a group | S Chevalley group | G Classical group | I Comitant | An Compact group | R Complementary series (of representations) | An Complexification of a Lie group | Ar Congruence subgroup | Ar Congruence subgroup problem | S Connected component of the identity | Constructible subset | R Contragredient representation | G Deformation | S Diagonal group | S Diagonalizable algebraic group | Differential algebra | Dimension polynomial | Ar Discrete subgroup | Dixmier mapping | Duality | Extension of a differential field | Gr Finite group | Finiteness theorems | G Flag | G Flag structure | G Formal group | S Form of an algebraic group | S Form of an (algebraic) structure | Galois cohomology | Ex General linear group | General position | Gr Group | Gr Group of finite Morley rank | G Group scheme | Ar Hasse principle | Hilbert theorem | G Homogeneous space | G Homogeneous space of an algebraic group | G Hopf algebra | Ar Idele | I Invariants, theory of | S Iwasawa decomposition | Jacobi variety | Jordan algebra | S Jordan decomposition | S Jordan matrix | Kempf vanishing theorem | LA Lie algebra | LA Lie algebra, algebraic | LA Lie algebra of an algebraic group | LA Lie algebra, reductive | LA Lie algebra, semi-simple | LA Lie algebra, solvable | LA Lie algebra, supersolvable | An Lie group | An Lie group, compact | An Lie group, nilpotent | An Lie group, semi-simple | An Lie group, solvable | An Lie group, supersolvable | LA Lie p-algebra | G Lie theorem | Ex Linear algebraic group | Ar Linear algebraic groups, arithmetic theory of | Ex Linear group | G Matsushima criterion | S Maximal torus | G Moduli theory | G Mumford hypothesis | Non-Abelian cohomology | G Orbit | Ex Orthogonal group | S Parabolic subalgebra | S Parabolic subgroup | Period mapping | Picard group | Picard scheme | Principal analytic fibration | Principal homogeneous space | G Quantum groups | S Quasi-split group | S Radical of a group | S Rank | S Rank of a Lie group | S Rank of an algebraic group | Rationality theorems | Rational representation | Rational singularity | Reduced scheme | S Reductive group | S Regular torus | S Relative root system | R Representation of a compact group(2) | R Representation of a group | G Satake compactification | Schneider method | G Schubert calculus | G Schubert cell | G Schubert cycle | G Schubert variety | Selberg conjecture | Semi-invariant(2) | S Semi-simple algebraic group | S Semi-simple element | Shimura variety | Gr Simple group | S Simply-connected group | Singular point | Smooth scheme | Solv manifold | Ex Spinor group | S Split group | Stability theorems in algebraic K-theory | Stability theory (in logic) | Steinberg module | Steinberg symbol | Ex Symplectic group | Ar Tamagawa measure | Ar Tamagawa number | Tilting theory | G Tits building | Tits quadratic form | S Tits system | Topological dynamical system | S Torus | Transcendental number | G Transformation group | Trigonalizable element | Uniform distribution | Uniform subgroup | S Unipotent element | S Unipotent group | S Weyl group | R Weyl module | Witt vector | Zeta-function |

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Ulf Rehmann/pages related to algebraic groups. Encyclopedia of Mathematics. URL: http://encyclopediaofmath.org/index.php?title=Ulf_Rehmann/pages_related_to_algebraic_groups&oldid=23712
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