In operator theory, Naimark's dilation theorem is a result that characterizes positive operator valued measures. It can be viewed as a consequence of Stinespring's...

Dilation theorem may refer to: Dilation theorem for contraction semigroups Sz.-Nagy's dilation theorem Stinespring dilation theorem Naimark's dilation...

In mathematics, Naimark theorem may refer to: Gelfand–Naimark theorem Naimark's dilation theorem This disambiguation page lists mathematics articles associated...

written in Russian) Naimark's problem Naimark's dilation theorem GNS theorem Gelfand–Naimark theorem Naimark equivalence "Naimark biography". MacTutor...

In mathematics, Stinespring's dilation theorem, also called Stinespring's factorization theorem, named after W. Forrest Stinespring, is a result from...

question in the field of functional analysis Naimark's dilation theorem Gelfand–Naimark theorem Gelfand–Naimark–Segal construction Neumark (surname) This...

space. Note: An alternate spelling of this is "Neumark's Theorem" Naimark's dilation theorem shows how POVMs can be obtained from PVMs acting on a larger...

dilation theorem (operator theory) Tomita's theorem (operator algebras) Von Neumann bicommutant theorem (functional analysis) Von Neumann's theorem (operator...

subsystem when a PVM is performed on a larger, composite system (see Naimark's dilation theorem). The Schrödinger equation describes how a state vector evolves...

{\displaystyle PU^{n}P=T^{n}} . This is precisely Sz.-Nagy's dilation theorem and hints at an important dilation-theoretic characterization of positivity that leads...

307–324 1997: "Cosmic time dilation", The Astrophysical Journal 482:L115–17 Biography portal Mathematics portal Commutation theorem for traces Metaplectic...

Graev 1953 Gelfand & Naimark 1947 Takahashi 1963, p. 343. Knapp 2001, Equation 2.24. Folland 2015, Section 3.1. Folland 2015, Theorem 5.2. Tung 1985, Section...

Chains, Cellular Automata, the real space Ising model, the Krohn-Rhodes Theorem, QED, and rate distortion theory. Delamotte, Bertrand (2004). "A hint of...

1134/S1063776110090153. S2CID 118545858. Frasca, Marco (2011). Mapping theorem and Green functions in Yang-Mills theory (PDF). The many faces of QCD....

Zeitschrift. 5 (14): 393–395. Ratcliffe (1994), 3.1 and Theorem 3.1.4 and Exercise 3.1 Naimark (1964), 2 in four dimensions Miller (1981), chapter 1 Miller...