A note on measures vanishing at infinity

Spindeler T, Strungaru N (2019)
REVIEWS IN MATHEMATICAL PHYSICS 31(2): 1950007.

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Zeitschriftenaufsatz | Veröffentlicht | Englisch
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Abstract / Bemerkung
In this paper, we review the basic properties of measures vanishing at infinity and prove a version of the Riemann-Lebesgue lemma for Fourier transformable measures.
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Zeitschriftentitel
REVIEWS IN MATHEMATICAL PHYSICS
Band
31
Ausgabe
2
Art.-Nr.
1950007
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Spindeler T, Strungaru N. A note on measures vanishing at infinity. REVIEWS IN MATHEMATICAL PHYSICS. 2019;31(2): 1950007.
Spindeler, T., & Strungaru, N. (2019). A note on measures vanishing at infinity. REVIEWS IN MATHEMATICAL PHYSICS, 31(2), 1950007. doi:10.1142/S0129055X19500077
Spindeler, T., and Strungaru, N. (2019). A note on measures vanishing at infinity. REVIEWS IN MATHEMATICAL PHYSICS 31:1950007.
Spindeler, T., & Strungaru, N., 2019. A note on measures vanishing at infinity. REVIEWS IN MATHEMATICAL PHYSICS, 31(2): 1950007.
T. Spindeler and N. Strungaru, “A note on measures vanishing at infinity”, REVIEWS IN MATHEMATICAL PHYSICS, vol. 31, 2019, : 1950007.
Spindeler, T., Strungaru, N.: A note on measures vanishing at infinity. REVIEWS IN MATHEMATICAL PHYSICS. 31, : 1950007 (2019).
Spindeler, Timo, and Strungaru, Nicolae. “A note on measures vanishing at infinity”. REVIEWS IN MATHEMATICAL PHYSICS 31.2 (2019): 1950007.