By Rodney A. Kennedy, Parastoo Sadeghi
[PDF]a fixed point free firmly nonexpansive mapping in Hilbert ...
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by F Kohsaka - 2015 - Related articles
nonexpansive mapping. MSC: Primary 47H09; secondary 47H10; 46C05. Keywords: firmly nonexpansive mapping; fixed point; Hilbert space; Ray's theorem;.Journal of Inequalities and Applications | Full text | Ray¿s ...
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by F Kohsaka - 2015 - Related articles
Keywords: firmly nonexpansive mapping; fixed point; Hilbert space; Ray's theorem; unbounded set. 1 Ray's theorem and its strong version. In 1965, Browder [1] ...Journal of Inequalities and Applications | Abstract | Ray¿s ...
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by F Kohsaka - 2015 - Related articles
Mar 6, 2015 - firmly nonexpansive mapping; fixed point; Hilbert space; Ray's theorem; unbounded set. close. Sign up to receive new article alerts from ...Ray's theorem revisited: a fixed point free firmly ... - Springer
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by F Kohsaka - Related articles
... space admits a fixed point free firmly nonexpansive mapping. Keywords. firmly nonexpansive mapping fixed point Hilbert space Ray's theorem unbounded set ...The Emergent Multiverse: Quantum Theory According to the ...
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David Wallace - 2012 - Philosophy
And absent additional structure, a Hilbert—space ray is just a featureless, unstructured object, whereas the quantum state of a complex system is very richlyNonrelativistic Quantum Mechanics: Third Edition
https://books.google.com/books?isbn=9798177648460
Nonrelativistic Quantum Mechanics, Third Edition
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Anton Z. Capri - 2002 - Science
Notice, that Al is a very strong assumption in that it states that the physical state is completely specified by the Hilbert space ray. Thus, if / G %'then f and cf ...Dynamical Systems and Microphysics - Page 376 - Google Books Result
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A. Blaquiere, F. Fer, A. Marzollo - 2014 - Science
Moreover when only one of the variables 5 is increased by 231' the Hilbert space ray does not change and so Plinkeeps the same value. Let us then consider ...Entanglement, Information, and the Interpretation of ...
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Gregg Jaeger - 2009 - Science
However, according to the Born rule, the Hilbert-space ray for pure quantum states |ψ〉 instead provides only probabilities for all observables at any one time ...Hilbert space transformation under Poincaré translation - Physics ...
www.physicsforums.com › Physics › Quantum Physics
Mar 1, 2015 - 4 posts - 2 authors
I.e., they don't have to be the same Hilbert space ray. We just want a mapping between them that corresponds to a spatial translation. Moreover ...
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