Hilbert space
Hilbert space In mathematics, a Hilbert space is a generalization of Euclidean space which is not restricted to finite ...
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Talk:Locally compact space
Talk:Locally compact space I believe that the reason that some ... either sense, but I suggest that we set ourselves up in a position to talk ... some of the examples over to compact space. Is it actually true that all compact ... order topology on any unbounded totally ordered set, in particular: the right order topology or left order topology on the set R of real numbers, useful in ...
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Comparison of topologies
Comparison of topologies In topology and related areas of mathematics comparison of topologies refers to the fact that two topological structures on a given set may stand in relation to each other. The set of all possible topologies on a given set forms a ...
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Topological vector space
Topological vector space In mathematics a topological vector space is one of the basic structures investigated ... functional analysis. As the name suggests the space blends a topological structure (a uniform structure ... with the algebraic concept of a vector space. The elements of topological vector spaces are ... notion of convergence of sequences of functions. Hilbert spaces and Banach spaces are well ...
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Von Neumann algebra
... von Neumann) is a *-algebra of bounded operators on a Hilbert space which is closed in the weak operator ... in mind. Firstly, if X is a space with a $\backslash sigma$ -finite measure ... L^2(X,\mu) is the Hilbert space of complex-valued square-integrable ...
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Talk:Discontinuous linear map
... call a linear function from a normed space to the base field? I thought it ... is linear but not continuous on a space of functions with the uniform norm. Linear transformations of the vector space of real numbers over the rationals are ... existence of a basis for this vector space and the construction of these functions requires ... linear maps (they map to the vector space, not to the underlying field of ...
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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 ... Semantic network -- Semi-continuity -- Semi-differentiability -- Semi-Hilbert space -- Semi-local ring -- Semi-locally ...
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User:Salix alba/maths/maths redirect frequency
... If and only if - 299 Convex -> Convex set - 278 Programming -> Computer programming - 246 Cipher -> Encryption ... per notation - 96 Inner product -> Inner product space - 87 Homeomorphic -> Homeomorphism - 87 Eigenvector -> Eigenvalue, eigenvector ... Trigonometric function - 73 Simply connected -> Simply connected space - 70 Sum -> Summation - 69 Partial order -> Partially ordered set - 69 Surjective -> Surjection - 68 Cryptology -> Cryptography - 65 ... 42 Cryptographic key -> Key_(cryptography) - 42 Compact set -> Compact space - 42 Arcminute -> Minute of ...
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User:Lupin/watchlist
... Fair 1999 1DE164ED06836F2A6E57E41B1D1ED1F7 1 (number) 2001: A Space Odyssey (novel) 2003 in music 2004 U ... rickshaw Autolux Avant Garde (band) Axbridge Axiomatic set theory Axminster Aylesbury Aylestone Aylsham Ayr Azaghâl ... Alaoglu theorem Banach algebra Banach limit Banach space Banbury Banco Sabadell Bane Banff and Macduff ... game client) Contract Contravariant Controlling Conull Conull set Convolution theorem Cookie cutter Cooperative Linux Coptic ... Dry-stone wall Dry stone wall Dual space Duchy Duchy of Lancaster Duck Duck ...
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Abelian von Neumann algebra
... algebra is a von Neumann algebra of operators on a Hilbert space in which all elements commute. The prototypical ... on X realized as an algebra of operators on the Hilbert space L 2 μ (X) as ...
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