Acknowledgement
Supported by : NON DIRECTED RESEARCH FUND
References
- Studia Math. v.40 Extensions and selections of maps with decomposable values Bressan, A.;Colombo, G.
- Trudy. Moskov. Mat. Obshch. v.22 Multivalued maps and Borel sets. I Choban, M.M.
- Trans. Moscow Math. Soc. v.22 Choban, M.M.
- Trudy. Moskov. Mat. Obshch. v.23 Multivalued maps and Borel sets. II Choban, M.M.
- Trans. Moscow Math. Soc. v.23 Choban, M.M.
- General Topology Engelking, R.
- Inventiones Math. v.6 Topological well-ordering and continuous selections Engelking, R.;Heath, R.W.;Michael, E.
-
Comment. Math. Univ. Carolinae
v.35
no.3
Continuous selections,
$G_{\delta}$ -subsets of Banach spaces and usco mappings Gutev, V.G. - Houston J. Math. v.21 no.3 Continuous selections on certain spaces Hattori, Y.;Nogura, T.
- Houston J. Math. v.12 no.2 Sections and selections McAuley, L.F.;Addis, D.F.
- Ann. of Math. v.63 Continuous selections I Michael, E.
- Ann. of Math. v.64 Continuous selections II Michael, E.
- Duke Math. J. v.26 no.4 A theorem on semi-continuous set-valued functions Michael, E.
- Fund. Math. v.111 Continuous selections and countable sets Michael, E.
- Open Problems in Topology Michael, E.;van Mill, J.(ed.);Reed, J.M.(ed.)
- Fund. Math. v.140 Some refinements of a selection theorem with 0-dimensional domain Michael, E.
- J. Math. Anal. Appl. v.19 Set-valued generalizations of Baire's category theorem Urbaniec, P.