Exact(10)
map with closed ∞-proximally connected values in Y; (ii) (Psi:Xrightrightarrows X) be a compact l.s.c.
map with closed ∞-proximally connected values in Y; (Psi:Xrightrightarrows X) be a compact l.s.c.
map with closed ∞-proximally connected values in Y. (b) Φ admits a decomposition (Phi(x)=(Phi_{n}circcdots circ Phi_{1})(x)), where each map (Phi_{i}:X_{i-1}rightrightarrows X_{i}) is u.s.c. with ∞-proximally connected in an ANR (X_{i}) for all (i=1,ldots,n), (X_{0}=X), (X_{n}=Y) and X is compact. .
map with closed ∞-proximally connected values in Y. Φ admits a decomposition (Phi(x)=(Phi_{n}circcdots circ Phi_{1})(x)), where each map (Phi_{i}:X_{i-1}rightrightarrows X_{i}) is u.s.c. with ∞-proximally connected in an ANR (X_{i}) for all (i=1,ldots,n), (X_{0}=X), (X_{n}=Y) and X is compact.
map (Phi :Xrightrightarrows Y ) with non-empty compact ∞-proximally connected values in Y is approachable.
maps with non-empty compact ∞-proximally connected values through a sequence of ANRs.
Similar(50)
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