Caractérisation topologique de l'espace des fonctions dérivables
Chapman's category isomorphism for arbitrary ARs
Characterization of Hilbert cube manifolds: an alternate proof
Characterizing Hilbert space topology
Characterizing plane ANR's by existence of local means
Classical-type characterizations of non-metrizable ANE(n)-spaces
The Kuratowski-Dugundji theorem that a metrizable space is an absolute (neighborhood) extensor in dimension n iff it is (resp., ) is extended to a class of non-metrizable absolute (neighborhood) extensors in dimension n. On this base, several facts concerning metrizable extensors are established for non-metrizable ones.
Coarse dimensions and partitions of unity.
Gromov and Dranishnikov introduced asymptotic and coarse dimensions of proper metric spaces via quite different ways. We define coarse and asymptotic dimension of all metric spaces in a unified manner and we investigate relationships between them generalizing results of Dranishnikov and Dranishnikov-Keesling-Uspienskij.
Collectionwise normality and absolute retracts
Compacta weak shape equivalent to ANR's
Compacta which are quasi-homeomorphic with a disk
Concerning locally homotopy negligible sets and characterization of -manifolds
Concerning the unions of absolute neighborhood retracts having brick decompositions
Concerning the Whitehead Theorem for movable compacta
Constructing exotic retracts, factors of manifolds, and generalized manifolds via decompositions
Continua whose local homeomorphisms are homeomorphisms
Continuous extensions: answer to a question of Hanner
Converting compact and fibrations into locally trivial bundles with compact manifolds as fibres
Convexité topologique et prolongement des fonctions continues
Corrections to my paper "Investigating the ANR-property of metric spaces" (Fund. Math. 124 (1984), 243-254)
Counting shape and homotopy types among fundamental absolute neighborhood retracts: an elementary approach.