6533b86dfe1ef96bd12ca790
RESEARCH PRODUCT
CQ*-Algebras of Operators and Application to Quantum Models
Camillo Trapanisubject
Pure mathematicsBounded functionDegrees of freedomMathematical analysisObservableConfiguration spaceAlgebraic numberAlgebra over a fieldQuantumMathematicsdescription
C*-algebras constitute, as known, the cornerstones of the Haag-Kastler [1] algebraic approach to quantum systems, with infinitely many degrees of freedom: one usually starts, in fact, with associating to each bounded region V of the configuration space of the system the C*-algebra A v of local observables in V. The uniform completion A of the algebra A0 generated by the Av’s is then considered as the C*-algebra of observables of the system.
| year | journal | country | edition | language |
|---|---|---|---|---|
| 2000-01-01 |