nLab
subsystem
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For
subsystem
of a
physical system
in
quantum mechanics
, see:
subsystem
independent subsystem
,
entanglement
Revised on July 4, 2012 17:18:52 by
Urs Schreiber
(82.93.78.115)
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AQFT
,
vertex operator algebra
,
von Neumann algebra
,
local net
,
operator algebra
,
C-star-algebra
,
net of C-star-systems
,
conformal net
,
C-star-system
,
bounded operator
,
Haag-Kastler axioms
,
Wightman axioms
,
modular theory
,
Gelfand-Naimark-Segal construction
,
AQFT on curved spacetimes
,
DHR category
,
Gleason's theorem
,
PCT theorem
,
spin-statistics theorem
,
AQFT and operator algebra contents
,
representation of a C-star-algebra
,
mass
,
state on an operator algebra
,
DHR superselection theory
,
C-star-category
,
Stone-von Neumann theorem
,
mechanical system
,
Hilbert module
,
Kuiper's theorem
,
charge sector
,
poset of commutative subalgebras
,
KK-theory
,
Haag's theorem
,
time slice axiom
,
picture of mechanics
,
E-theory
,
Bohr topos
,
Wigner theorem
,
index
,
quasi-state
,
Dirac interaction picture
,
Local Quantum Physics -- Fields, Particles, Algebras
,
contents of contents
,
localized endomorphism
,
cohomology in a local net of observables
,
field net
,
factorization homology
,
general covariance
,
C-star algebraic deformation quantization
,
Mishchenko-Fomenko index theorem
,
C-star-coalgebra
,
homotopical structure on C*-algebras
,
Hilbert bimodule
,
Hopf C-star-algebra
,
commutative C-star-algebra
,
star-representation
,
C*Alg
,
nuclear C*-algebra
,
asymptotic C-star-homomorphism
,
3-category of fermionic conformal nets