The behavior at infinity of an integrable function

Constantin P. Niculescu, Florin Popovici

Type: Article

Publication Date: 2012-01-01

Citations: 9

DOI: https://doi.org/10.1016/j.exmath.2012.03.002

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Locations

Expositiones Mathematicae - View
CiteSeer X (The Pennsylvania State University) - View - PDF

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Works That Cite This (9)

Action	Title	Year	Authors
+	On the behavior of Lebesgue integrable functions at infinity	2017	Andrzej Komisarski
+	On the limits of real-valued functions in sets involving $ \psi $-density, and applications	2020	Janne Heittokangas Zinelaâbidine Latreuch J. Wang Mohamed Amine Zemirni
+	Some open problems concerning the convergence of positive series	2012	Constantin P. Niculescu Gabriel T. Prǎjiturǎ
+	Korovkin-Type Theorems for Statistically Convergent Sequences of Monotone and Sublinear Operators	2023	Sorin G. Gal Ionut T. Iancu
+	Limits of Real Sequences	2014	A. D. R. Choudary Constantin P. Niculescu
+	Typical behaviour of integrable functions at infinity	2016	Marek Balcerzak Adam Majchrzycki Filip Strobin
+ PDF Chat	A note on Abel’s partial summation formula	2017	Constantin P. Niculescu Marius Marinel Stănescu
+	On the limits of real-valued functions in sets involving ψ-density, and applications	2021	Janne Heittokangas Zinelaâbidine Latreuch Jun Wang Mohamed Amine Zemirni
+	ON THE BEHAVIOR OF INTEGRABLE FUNCTIONS AT INFINITY	2016	Andrzej Komisarski

Works Cited by This (12)

Action	Title	Year	Authors
+	Recurrence in Ergodic Theory and Combinatorial Number Theory	1981	Harry Furstenberg
+	Some open problems concerning the convergence of positive series	2012	Constantin P. Niculescu Gabriel T. Prǎjiturǎ
+ PDF Chat	On the Behavior at Infinity of an Integrable Function	2010	Emmanuel Lesigne
+ PDF Chat	Asymptotic Behaviour of Nonlinear Systems	2004	Hartmut Logemann E.P. Ryan
+	Extending tests for convergence of number series	2010	Elijah Liflyand Sergey Tikhonov Maria Zeltser
+	A note on the behavior of integrable functions at infinity	2011	Constantin P. Niculescu Florin Popovici
+	Olivier and Abel on Series Convergence: An Episode from Early 19th Century Analysis	1999	Michael Goar
+ PDF Chat	A Classical Olivier’s Theorem and Statistical Convergence	2003	Tibor Šalát Vladimír Toma
+	A Course of Pure Mathematics.	1938	Ralph Palmer Agnew G. H. Hardy
+ PDF Chat	Asymptotic Behaviour of Nonlinear Systems	2004	Hartmut Logemann E.P. Ryan