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46L05 - Functional analysis :: Selfadjoint operator algebras :: General theory of $C^*$-algebras
-algebra
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asteroid
-algebra homomorphisms are continuous
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asteroid
-algebra homomorphisms have closed images
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asteroid
-algebra homomorphisms preserve continuous functional calculus
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asteroid
-algebras have approximate identities
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asteroid
bibliography for operator algebras in mathematical physics and AQFT-A to K
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bci1
bibliography for operator algebras in mathematical physics and AQFT: K-to- Z
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bci1
bounded operators on a Hilbert space form a
-algebra
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HkBst
category of Borel groupoids
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bci1
category of C*-algebras
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bci1
characterization of maximal ideals of the algebra of continuous functions on a compact set
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rspuzio
closed ideals in
-algebras are self-adjoint
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asteroid
compact quantum group
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bci1
compact quantum groupoids related to C*-algebras
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bci1
continuous functional calculus
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asteroid
decomposition of self-adjoint elements in positive and negative parts
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asteroid
equivalence of definitions of
-algebra
owned by
rspuzio
example of Banach algebra which is not a
-algebra for any involution
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asteroid
finite quantum group
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bci1
Gelfand transform
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asteroid
Gelfand-Naimark representation theorem
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PrimeFan
Gelfand-Naimark-Segal construction
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asteroid
injective
-algebra homomorphism is isometric
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asteroid
locally compact groupoids
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bci1
locally compact quantum group
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bci1
maximal ideals of the algebra of continuous functions on a compact set
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asteroid
minimal unitizations of algebras with additional structure
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asteroid
noncommutative topology
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asteroid
norm and spectral radius in
-algebras
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asteroid
ordering of self-adjoints
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asteroid
positive element
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asteroid
positive linear functional
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asteroid
proof of Gelfand-Naimark representation theorem
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asteroid
proof of quotients in
-algebras
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asteroid
proof of topologically irreducible representations are algebraically irreducible for
-algebras
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karstenb
properties of states
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asteroid
quotients in
-algebras
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asteroid
special elements in a
-algebra and their spectral properties
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asteroid
spectral invariance theorem (for
-algebras)
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asteroid
spectral mapping theorem
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asteroid
state
owned by
mhale
state space is non-empty
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asteroid
topologically irreducible representations are algebrically irreducible for
-algebras
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asteroid
uniform continuity over locally compact quantum groupoids
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bci1
Yetter-Drinfel'd module
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bci1
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