Square-integrable   (translated from German)
Square-integrable In that Analysis one designates one really- or komplexwertige Function as square-integrable on an interval of I, if the integral of the square of the absolute value of the ...
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Integrable function
Integrable function In mathematics, the term integrable function refers to a function whose integral ... can say that the function is "Riemann integrable" (i.e., its Riemann integral exists), "Henstock-Kurzweil integrable," etc. Below we will only examine the ... valued function f:X → R is integrable or if both f + and f - ...
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List of mathematics articles (S-U)
... Sard's lemma -- Sarkovskii's theorem -- Satanic square -- Satisfiability -- Sato-Tate conjecture -- Saturated array -- Saturated ... Scale-invariant feature transform -- Scale-inverse-chi-square distribution -- Scale parameter -- Scaleogram -- Scaling (geometry) -- Scattering ... Sh — Si Shabakh -- Shadow price -- Shanks' square forms factorization -- Shannon capacity -- Shannon expansion -- Shannon ... hexagonal tiling -- Snub icosidodecadodecahedron -- Snub polyhedron -- Snub square antiprism -- Snub square tiling -- SO(4) -- SO(8) -- Soap ...
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Continuous Fourier transform
... x\, is a complex-valued Lebesgue integrable function. A Fourier transform to the domain ... by continuity to the Hilbert space of square-integrable functions, then it is a unitary operator ... If f(t) and g(t) are square-integrable and F(ω) and G(ω) ...
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List of mathematics articles (S)
... Sard's lemma -- Sarkovskii's theorem -- Satanic square -- Satisfiability -- Sato-Tate conjecture -- Saturated array -- Saturated ... Scale-invariant feature transform -- Scale-inverse-chi-square distribution -- Scale parameter -- Scaleogram -- Scaling (geometry) -- Scattering ... Sh — Si Shabakh -- Shadow price -- Shanks' square forms factorization -- Shannon capacity -- Shannon expansion -- Shannon ... hexagonal tiling -- Snub icosidodecadodecahedron -- Snub polyhedron -- Snub square antiprism -- Snub square tiling -- SO(4) -- SO(8) -- Soap ...
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Lebesgue integration
... infty, then f is called Lebesgue integrable. In this case, both integrals satisfy square, one where elevation is highest and one ... the elevations by the area of the square. The upper Riemann sum is the sum ... nowhere continuous. 1 Q is not Riemann-integrable on [0,1]: No matter how ...
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Stochastic calculus
... 2 - [X]_t is a uniformly integrable martingale. The proof that such a process ... extended to discontinuous martingales by decomposing a square integrable martingale ``X in the form $X\_t\; ...\; V\_t$ where X^{cm} is a square integrable continuous martingale and V is a ...
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User:Mathbot/Changes mathlist
... Added Lebesgue's density theorem Added Locally integrable function Added Multifactor dimensionality reduction Added Oval ... estimation Added Scottish Book Added Squares in square Added Toom-Cook multiplication Added Trakhtenbrot's ... Shannon divergence Added Klein quadric Added Latin square property Added Method Ringing Added Near-field ... Frobenius endomorphism Added Game complexity Added Global square Added Hyper-exponential distribution Added Lattice of ... Spectrum of a theory Added Splitting Added Square-free polynomial Added Uban number Jan ...
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Tensor product
... functions on X � Y that are square integrable with respect to the product measure μ � ν. If f is a square integrable function on X, and g is a square integrable function on Y, then we ...
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User:LinkBot/suggestions/Absolute value
... In Hilbert space, can backlink absolute value: ... Square integrable means the integral of the square of its absolute value is finite. ''Modulo ... backlink absolute value: ...t of quaternions that square to -1 is the set of vectors ... energy]] of the system; the s... In Square-integrable, can backlink absolute value: ...val ...
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