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C-cG

(Definition)

0.1 Class of continuous functions on a topological groupoid with compact support

Definition 0.1. Cc(G) is defined as the class of continuous functions acting on a topological groupoid G with compact support, and with values in a normed space, field,, or algebraic structure. In most applications it will, however, suffice to select G as a locally compact (topological) groupoid, Glc, support for this space of continuous functions.

Note: this concept is important for quantum theoretical applications related to quantum groupoids defined by a Cc(G).


"C-cG" is owned by bci1.
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Cross-references: quantum groupoids, concept, algebraic, topological groupoid, functions

This is version 2 of C-cG, born on 2009-01-10, modified 2009-01-31.
Object id is 362, canonical name is CCG.
Accessed 1647 times total.

Classification:
Physics Classification: 03. (Quantum mechanics, field theories, and special relativity )
 03.65.Fd (Algebraic methods )

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