Results 91 to 100 of about 733 (210)
On a theorem of Kalton and Wilansky concerning Tauberian operators
, 1992 A theorem of Kalton and Wilansky asserts that a bounded linear operator between Banach spaces is Tauberian if and only if it maps each bounded non-relatively weakly compact set onto a non-relatively weakly compact set.
Cross, R.W.
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A correction to a distributional Tauberian theorem of Ganelius
, 1995 In this note we construct a counterexample to a distributional analogue of Wiener's Tauberian theorem. With the terminology used by Ganelius, it is shown that there exist u ϵ S′ and η, θ ϵ O′C, with \̂gh(σ) ≠ 0 for ξ ϵ R, satisfying u ∗ η = o(1) but u ...
Johansson, Bo I.
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A Tauberian theorem for ideal statistical convergence
, 2020 Given an ideal I on the positive integers, a real sequence (xn) is said to be I-statistically convergent to l provided that n∈N:[Formula presented]|{k≤n:xk∉U}|≥ε∈Ifor all neighborhoods U of l and all ε>0. First, we show that I-statistical convergence
Leonetti P, Balcerzak Marek
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Asymptotic Analysis of Regular Sequences. [PDF]
Algorithmica, 2020 Heuberger C, Krenn D.
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A Wiener Tauberian Theorem on discrete abelian torsion groups [PDF]
, 2001 One version of the classical Wiener Tauberian Theorem states that if G is a locally compact abelian group then any nonzero closed translation invariant subspace of L[∞](G) contains a character. In other words, spectral analysis holds for L[∞](G).
Székelyhidi, László
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A Continuous-Time Random Walk Extension of the Gillis Model. [PDF]
Entropy (Basel), 2020 Pozzoli G, Radice M, Onofri M, Artuso R.
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Effect of Ergodic and Non-Ergodic Fluctuations on a Charge Diffusing in a Stochastic Magnetic Field. [PDF]
Entropy (Basel), 2021 Aquino G, Chandía KJ, Bologna M.
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, 1975 Littlewood’s celebrated Tauberian theorem states that ∑ a n = s \sum {a_n} = s (Abel) and n a n
I. J. Maddox, K. A. Jukes
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© Hindawi Publishing Corp. INGHAM TAUBERIAN THEOREM WITH AN ESTIMATE FOR THE ERROR TERM
, 2003 We estimate the error term in the Ingham Tauberian theorem. This estimation of the error term is accomplished by considering an elementary proof of a weak form of Wiener’s general Tauberian theorem and by using a zero-free region for the Riemann zeta ...
E. Marmolejo-olea, E. P. Balanzario
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A one-sided Tauberian theorem for the Borel summability method
, 2004 We establish a quantitative version of Vijayaraghavan's classical result and use it to give a short proof of the known theorem that a real sequence (sn) which is summable by the Borel method, and which satisfies the one-sided Tauberian condition that n ...
Kratz, Werner, Borwein, David
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