Sur les séries de translatées de fonctions positives

Author:

Buczolich Zoltán,Kahane Jean-Pierre,Daniel Mauldin R.

Publisher

Elsevier BV

Subject

Pharmacology (medical)

Reference5 articles.

1. Buczolich Z., Mauldin R.D., On the convergence of ∑ f(nx) for measurable functions, Mathematika (à paraître).

2. A linear set of infinite measure with no two points having integral ratio;Haight;Mathematika,1970

3. A set of infinite measure whose ratio set does not contain a given sequence;Haight;Mathematika,1975

4. Lattice points in unbounded point sets I;Lekkerkerker;Indag. Math.,1958

5. Zum Konvergenzverhalten der Reike ∑∞n−1 f(nt) für λ-messbare Funktionen f: ℝ+ → ℝ+;von Weizsäcker,1970

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1. Almost Everywhere Convergence Questions of Series of Translates of Non-Negative Functions;Real Analysis Exchange;2023-10-01

2. Type 1 and 2 sets for series of translates of functions;Acta Mathematica Hungarica;2019-05-06

3. Random constructions for translates of non-negative functions;Journal of Mathematical Analysis and Applications;2018-12

4. On Series of Translates of Positive Functions. III;Analysis Mathematica;2018-06

5. On series of translates of positive functions II;Indagationes Mathematicae;2001

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