The generalized metric property in strongly topological gyrogroups (Q6611776)

The authors prove that a strongly topological gyrogroup is a \(q\)-space if and only if it is an \(M\)-space. In addition, the authors provide a characterization of weakly feathered strongly topological gyrogroups by showing that a strongly topological gyrogroup \(G\) is weakly feathered if and only if it contains a compact strong subgyrogroup \(H\) such that the quotient space \(G/H\) is submetrizable.