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weak Hopf C*-algebra
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(Definition)
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Rendering is already in progress or could not be completed. Please try again shortly. "weak Hopf C*-algebra" is owned by bci1.(view preamble)
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| Other names: |
quantum groupoid dual |
| Also defines: |
commutant, von Neumann algebra,  --representation on a Hilbert space, weak C*-algebroid, coordinate space, unital subalgebra, bicommutant |
| Keywords: |
commutant, von Neumann algebra, C*-algebra, Haar measure associated with a groupoid, bicommutant theorem |
Cross-references: representations, matrices, inner product, theorem, C*-algebras, section, commute, operation, operators, quantum group, fields, observables, mechanics, type, groupoids, paragroups, noncommutative, commutative diagrams, Hopf algebra, quantum gravity, quantum theories, Haar measure, locally compact groupoids, quantum groupoid, Hilbert space
There are 8 references to this object.
This is version 2 of weak Hopf C*-algebra, born on 2009-05-12, modified 2009-06-22.
Object id is 752, canonical name is WeakHopfCAlgebra2.
Accessed 6417 times total.
Classification:
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Pending Errata and Addenda
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