Compactness as ${\cal E}$-pseudocompactness

Previous | Up | Next

Article

Compactness as ${\cal E}$-pseudocompactness. (English). Commentationes Mathematicae Universitatis Carolinae, vol. 19 (1978), issue 2, pp. 309-314

MSC: 54C99, 54D30 | MR 0482662 | Zbl 0385.54015

References:

[1] R. ENGELKING: On functions defined on Cartesian products. Fund. Math. 59 (1966), 221-231. MR 0203697 | Zbl 0158.41203

[2] H. HERRLICH J. Van der SLOT: Properties which are closely related to compactness. Indag. Math. 29 (1967), 524-529. MR 0222848

[3] S. S. HONG: On $k$-compactlike spaces and reflextive subcategories. Gen.Topology Appl. 3 (1973), 319-330. MR 0334131

[4] M. HUŠEK: The class of $k$-compact spaces is simple. Math. Z. 110 (1969), 123-126. MR 0244947

[5] S. MRÓWKA: Further results on $E$-compact spaces. Acta Math. 320 (1968), 161-185. MR 0226576

[6] A. ŠOSTAK: O klassah $\cal E$-psevdokoapaktnosti. Učen. Zap. Latvian Gos. Univ. (Top. prost. i otob. v nih V. 2) 257 (1976), 100-120.

[7] R. G. WOODS: Topological extemion properties. Trans Amer. Math. Soc. 210 (1975), 365-385. MR 0375238

Partner of