On the Measurability of Functions of Two Variables
Matematický časopis (1973)
- Volume: 23, Issue: 3, page 285-289
- ISSN: 0139-9918
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top- DAVIES, ROY O., Separate approximate continuity implies measurability, (to appear) Zbl0254.26011MR0325870
- DRAVECKÝ J., On the measurability of functions of two varaibles, Acta Fac. rerum natur. Univ. Comenianae Math. XXVIII, 1972, 11-18. (1972) MR0320262
- GOFFMAN C., NEUGEBAUER C. J., NISHIURA T., Density topology and approximate continuity, Duke Math. J. 28, 1961, 497-505. (1961) Zbl0101.15502MR0137805
- LIPIŃSKI J. S., On measurability of functions of two variables, Bull. Acad. polon. Sér sci. math. astron. et phys., 20, 1972, 131-135. (1972) Zbl0228.28009MR0310172
- MARCZEWSKI E., RYLL-NARDZEWSKI C., Sur la measurabilité des fonctions de plusieurs variables, Ann. Soc. polon. math. 25, 1953, 145-154. (1953) MR0055413
- MICHAEL J. H., RENNIE C., Measurability of functions of two variables, J. Austral. Math. Soc. 1, 1959, 21-26. (1959) Zbl0094.25903MR0105476
- NEUBRUNN T., Merateľnosť niektorých funkcií na kartézskych súčinnoch, Mat.-fyz. časop., 10, 1960, 216-221. (1960) MR0139709
- SIERPIŃSKI W., Sur l’hypothese du continu , Fundam. math., 5, 1924, 177-187. (1924)
- URSELL H. D., Some methods of proving measurability, Fundam. math., 32, 1939, 311-330. (1939) Zbl0021.11302