Some theorems related to almost sure convergence of orthogonal series
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Publication:5935905
DOI10.1016/S0019-3577(00)89085-0zbMath0979.60019MaRDI QIDQ5935905
Publication date: 28 June 2001
Published in: Indagationes Mathematicae. New Series (Search for Journal in Brave)
Related Items (6)
Majorizing measures on metric spaces ⋮ A complete characterization of coefficients of a.e. convergent orthogonal series and majorizing measures ⋮ Uniform bounds under increment conditions ⋮ Some examples of application of the metric entropy method ⋮ The explicit characterization of coefficients of a.e. convergent orthogonal series ⋮ Extensions of the Menchoff-Rademacher theorem with applications to ergodic theory
Cites Work
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- A note on the almost sure central limit theorem
- Sample boundedness of stochastic processes under increment conditions
- Almost sure convergence and bounded entropy
- Sample path properties of stochastic processes
- Examples and counterexamples for Riemann sums
- Metric entropy and mean ergodic averages
- Almost everywhere convergence of orthogonal series revisited
- Some results in the theory of Riemann sums
- Controlling orthogonal series with irrational rotations
- On the approximation of Lebesgue integrals by Riemann sums
- On the distribution of values of sums of the type \(\sum f(2^kt)\)
- Moment inequalities and the strong laws of large numbers
- Criteria for the Strong Law of Large Numbers for Some Classes of Second-Order Stationary Processes and Homogeneous Random Fields
- Oscillation in ergodic theory
- Régularisation spectrale en théorie ergodique et théorie des probabilités
- An Arithmetic Property of Riemann Sums
- A Gap Theorem
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