Continuing previous studies by one of us (HI), a polar decomposition and a functional calculus for an unbounded Tomita’s observable are studied. For both problems we distinguish two different cases dictated by commutation properties.
Inoue, H., Trapani, C. (2024). Polar Decomposition and Functional Calculus for Generalized Tomita’s Observables. COMPLEX ANALYSIS AND OPERATOR THEORY, 18(1) [10.1007/s11785-023-01449-2].
Polar Decomposition and Functional Calculus for Generalized Tomita’s Observables
Trapani, Camillo
2024-01-01
Abstract
Continuing previous studies by one of us (HI), a polar decomposition and a functional calculus for an unbounded Tomita’s observable are studied. For both problems we distinguish two different cases dictated by commutation properties.
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