Tsirelson space
Tsirelson space In mathematics, Tsirelson space T is an example of a reflexive Banach space in which neither an l p ...
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Talk:Tsirelson space
Talk:Tsirelson space 1. Thank you for your interest in `my space'. 2. I bother that your definition of ... than 100 relevant papers you selected three (Tsirelson 1974; Figiel, Johnson 1974; Spinka 2002). I ... than such works as 1989 Casazza, Shura "Tsirelson's space" 1994 Gowers "A solution ...
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Boris Tsirelson
Boris Tsirelson Boris Tsirelson is an Israeli mathematician and Professor of ... functional analysis and probability theory. They include: Tsirelson's bound : a Quantum mechanics inequality, related ... to issues of nonlocality and hidden variables. Tsirelson space is an example of a reflexive ...
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Lp space
Lp space The correct title of this article is L p space. It features superscript or subscript characters that ... spaces. See also root mean square, Hardy space. L p spaces have applications in the ... element analysis. Motivation The simplest L p space is the Euclidean space R n . The length of a ...
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Polynomially reflexive space
Polynomially reflexive space In mathematics, a polynomially reflexive space is a Banach space X, on which all polynomials are reflexive ... to be n-homogeneous. We define the space P n as consisting of all n ... P 1 is identical to the dual space, and is thus reflexive for all ...
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Talk:Tsirelson's bound
Talk:Tsirelson's bound 1. Thank you for your ... usually a linear transformation of a Hilbert space (I mean, in the context of quantum theory; in general, the space may be Banach etc, and the operator ... link to it would be appropriate. -- Boris Tsirelson Maybe I shouldn't throw any stones ...
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List of mathematics articles (S-U)
... Brent algorithm -- Salem number -- Salem Prize -- Sample space -- Sample (statistics) -- Sampling distribution -- Sampling error -- Sampling ... Secant -- Secant line -- Secant method -- Second-countable space -- Second derivative test -- Second fundamental form -- Second ... embedding -- Seiberg duality -- Seifert conjecture -- Seifert fiber space -- Seifert surface -- Seifert–van Kampen theorem -- Seifert-Weber space -- Selberg class -- Selberg trace formula -- Selberg zeta ... network -- Semi-continuity -- Semi-differentiability -- Semi-Hilbert space -- Semi-local ring -- Semi-locally simply ...
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List of functional analysis topics
... functional analysis topics, by Wikipedia page. Hilbert space Euclidean space Inner product space Hilbert space Parallelogram law Orthonormal basis Orthogonalization Orthogonal complement ... quotient Mercer's theorem Reproducing kernel Hilbert space Trace class Min-max theorem Rigged ...
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List of mathematics articles (T)
... schema -- T-Square (fractal) -- T-symmetry -- T1 space -- Table of bases -- Table of Clebsch-Gordan ... Tangent bundle -- Tangent half-angle formula -- Tangent space -- Tangle (mathematics) -- Tangle theory -- Tangloids -- Tangram -- Taniyama–Shimura ... Tc — Te Tchebysheff's theorem -- Teichmüller space -- Telegrapher's equations -- Telescoping series -- Temperley-Lieb ... operation -- Terrell rotation -- Tessarine -- Tessellation -- Tessellation of space -- Tesseract -- Testing hypotheses suggested by the data ... Thirty-six officers problem -- Thom conjecture -- Thom space -- Thomae's function -- Thompson group (finite) -- ...
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Approximation property
Approximation property In mathematics, a Banach space is said to have the approximation property ... The converse is always true. Every Hilbert space has this property; for a general Banach space, this was unknown till Enflo 's 1973 ... 1955). Later many other counterexamples were found. Space of bounded operators on $l\_2$ and $c\_0$ (see Sequence space) have closed subspaces, which don't ...
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