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Summary Of: SU(2)
Encyclodia Page On: SU(2)
These Are Links To Other Documents
Group (mathematics)
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Group theory
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Basic notions
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Subgroup
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Normal subgroup
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Quotient group
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Group homomorphism
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semi-
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direct product
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Discrete groups
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Classification of finite simple groups
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Cyclic group
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Alternating group
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Sporadic groups
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Mathieu group
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Conway group
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Janko group
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Fischer group
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Baby Monster group
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Monster group
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Symmetric group
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Dihedral group
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integers
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Modular groups
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Continuous groups
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Lie group
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General linear group
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Special linear group
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Orthogonal group
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Special orthogonal group
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Unitary group
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Symplectic group
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G
2
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F
4
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E
6
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E
7
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E
8
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Lorentz group
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Poincaré group
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conformal group
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diffeomorphism group
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Loop group
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Quantum group
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view
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mathematics
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group
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unitary
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matrices
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determinant
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matrix multiplication
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subgroup
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unitary group
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general linear group
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standard model
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physics
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electroweak interaction
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QCD
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trivial group
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isomorphic
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quaternions
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absolute value
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diffeomorphic
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3-sphere
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surjective
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homomorphism
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rotation group
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kernel
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matrix Lie group
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compact
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simply connected
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simple Lie group
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Lie algebra
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center
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cyclic group
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outer automorphism group
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trivial group
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generators
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represented
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traceless
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Hermitian matrices
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structure constants
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adjoint representation
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complex conjugation
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Pauli matrices
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traceless
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Hermitian matrices
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Levi-Civita symbol
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Gell-Mann matrices
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traceless
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Hermitian matrices
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Lie algebra
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traceless
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antihermitian
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commutator
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Lie bracket
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particle
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physicists
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quantum mechanics
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basis
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imaginary unit
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quantum mechanics
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Pauli matrices
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Gell-Mann matrices
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spin
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fundamental particles
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electrons
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unit vectors
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anticommute
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identity matrix
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spinors
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Dirac theory
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Clifford algebras
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cleanup
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quality standards
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subspace
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diagonal
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Cartan subalgebra
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Complexify
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weight
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eigenvectors
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rank
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Dynkin diagram
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root system
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Euclidean space
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simple roots
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Cartan matrix
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Weyl group
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Coxeter group
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symmetric group
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symmetry group
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simplex
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field
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group
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linear transformations
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determinant
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vector space
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nondegenerate
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hermitian form
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signature
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commutative ring
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free module
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hermitian matrix
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Lie groups
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hyperbolic space
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Peter Lax
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bosonic
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symmetry breaking
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GUT physics
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orthogonal
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symplectic
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rank
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Spin group
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Simple Lie groups
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covering group
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spinors
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quantum mechanics
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Representation theory of SU(2)
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Projective special unitary group
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ISBN 0-471-88741-2
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Category
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Lie groups
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Cleanup from November 2007
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All pages needing cleanup
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This article is licensed under the
GNU Free Documentation License
. It uses material from the
Wikipedia article "SU(2)"
.