Exercise 8, § 4
General Topology, II, 211
Let X be a uniform space, V a closed entourage of X, A a compact subset of X. Show that V(A) is closed in X (cf. Chapter I, § 10, no. 2, Theorem 1, Corollary 5).
Solution
No solution has been written yet.
General Topology, II, 211
Let X be a uniform space, V a closed entourage of X, A a compact subset of X. Show that V(A) is closed in X (cf. Chapter I, § 10, no. 2, Theorem 1, Corollary 5).
No solution has been written yet.