On a measurable set

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On a measurable set. (English). Mathematica Slovaca, vol. 45 (1995), issue 3, pp. 255-261

MSC: 28A05 | MR 1361819 | Zbl 0871.28001

References:

[1] KESTELMAN H.: The convergent sequences belonging to a set. J. London Math. Soc. 22 (1947), 130-135. MR 0022893 | Zbl 0038.03304

[2] KUREPA S.: Note on the difference set of two measurable sets in En. Glasnik Mat. Fiz. Astr. 15 (I960), 99-105. MR 0124456

[3] PAL M.: On sets of positive measure. Glas. Mat. Ser. III 14(34) (1979), 51-54. MR 0544062 | Zbl 0402.28002

[4] RAY K. C.: On two theorems of S. Kurepa. Glasnik Mat. Fiz. Astr. 19 (1964), 201-210. MR 0180648 | Zbl 0138.03604

[5] WHEEDEN R. L.-ZYGMUND A.: Measure and Integration. Marcel Dekker Inc., New York, 1977. MR 0492146

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