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Fubini Property for Microscopic Sets

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Tatra Mountains Mathematical Publications
Real Functions '15 — Measure Theory, Real Functions, General Topology. Editors: J. Borsík, 2016.

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[1] APPELL, J.-D’ANIELLO, E.-VÄTH, M.: Some remarks on small sets, Ricerche Mat. 50 (2001), 255-274.Search in Google Scholar

[2] BALCERZAK, M.: Can ideals without ccc be interesting?, Topology Appl. 55 (1994), 251-260.10.1016/0166-8641(94)90040-XSearch in Google Scholar

[3] KURATOWSKI, K.: Topology, Vol. 1, in: Monogr. Mat., PWN, Warszawa, 1966.10.1016/B978-0-12-429201-7.50005-3Search in Google Scholar

[4] HORBACZEWSKA, G.-KARASI ´NSKA, A.-WAGNER-BOJAKOWSKA, E.: Properties of the σ-ideal of microscopic sets, in: Traditional and Present-Day Topics in Real Analysis, Chapter 20, Łόdź University Press, Łόdź, 2013, pp. 325-344.10.18778/7525-971-1.20Search in Google Scholar

[5] KARASIŃSKA, A.-WAGNER-BOJAKOWSKA, E.: Microscopic and strongly microscopic sets on the plane. Fubini Theorem and Fubini property, Demonstratio Math. 47 (2014), 582-595.Search in Google Scholar

[6] OXTOBY, J. C.: Measure and Category. Springer-Verlag, Berlin, 1980.10.1007/978-1-4684-9339-9Search in Google Scholar

[7] PASZKIEWICZ, A.: On methods of investigation of ideals contained in the σ-ideal of nullsets (in preparation).Search in Google Scholar

[8] RECŁAW, I.-ZAKRZEWSKI, P.: Fubini properties of ideals, Real Anal. Exchange 25 (1999/2000), 565-578. 10.2307/44154014Search in Google Scholar

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1210-3195
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Calendario de la edición:
3 veces al año
Temas de la revista:
Mathematics, General Mathematics