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Operator Integrals and Spectral Representations: The Bounded Case
2016In the traditional Hilbert space quantum mechanics, (bounded or unbounded) selfadjoint operators are taken as physical observables. In the present work a more comprehensive approach is used: observables are represented as normalised positive operator measures. We develop the spectral representation theory of generally unbounded selfadjoint operators in
Paul Busch +3 more
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Bounded Linear Operators On a Hilbert Space
2002Everyone is familiar with linear operators. Multiplication by a constant is a linear operator. Multiplication of vectors by matrices generates an operator. Integration usually generates another, depending upon the setting.
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State diagrams for bounded and unbounded linear operators
1990The theme of this thesis is the construction of state diagrams and their implications. The author generalises most of the theorems in Chapter II of Goldberg [Gl] by dropping the assumption that the doin.ain of the operator is dense in X . The author also presents the standard Taylor-Halberg-Goldberg state diagrams [Gl, 61, 66]. Chapters II and III deal
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Bounded Imaginary Powers and H∞-Calculus of the Stokes Operator in Unbounded Domains
2006In the present contribution we study the Stokes operator A q = -P q Δ on Lσq (Ω), 1 < q < ∞, where Ω is a suitable bounded or unbounded domain in ℝn, n ≥ 2, with C1,1-boundary. We present some conditions on Ω and the related function spaces and basic equations which guarantee that c + A q for suitable c ∈ ℝ is of positive type and admits a bounded H ...
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The Density Problem for Unbounded Bergman Operators
Integral Equations and Operator Theory, 2003Sherwin Kouchekian
exaly
Similarities involving unbounded normal operators
Tsukuba Journal of Mathematics, 2010Mohammed Hichem Mortad
exaly
Multinormed semifinite von Neumann algebras, unbounded operators and conditional expectations
Journal of Mathematical Analysis and Applications, 2018Anar Dosi
exaly
Counterexamples Related to Commutators of Unbounded Operators
Results in Mathematics, 2019Mohammed Hichem Mortad
exaly

