Exercise 14, § 2
General Topology, III, 301
Let be a semi-topological group and let be a normal subgroup of . Show that the semi-topological group is isomorphic to the Hausdorff group associated with .
Solution
No solution has been written yet.
General Topology, III, 301
Let be a semi-topological group and let be a normal subgroup of . Show that the semi-topological group is isomorphic to the Hausdorff group associated with .
No solution has been written yet.