Set-Theoretic Topology
‟Maximal quotients of extremally disconnected flows via discrete group actions with respect to coarser group topology” by Dana Bartosova <dbartosova@ufl.edu>, University of Florida
‟Maximal quotients of extremally disconnected flows via discrete group actions with respect to coarser group topology” by Dana Bartosova <dbartosova@ufl.edu>, University of Florida
‟Maximal quotients of extremally disconnected flows via discrete group actions with respect to coarser group topology” by Dana Bartosova <dbartosova@ufl.edu>, University of Florida
‟Maximal quotients of extremally disconnected flows via discrete group actions with respect to coarser group topology” by Dana Bartosova <dbartosova@ufl.edu>, University of Florida
Abstract:
We describe how to obtain a maximal quotient flow of a flow of a discrete group on an extremally disconnected space when we equip the group with a non-discrete topology. This generalized such description previously done for special types of flows, namely the greatest ambit and the Samuel compactification.