
Summary: The authors give a direct proof of a theorem of \textit{R. A. Macías} and \textit{C. Segovia} [Adv. Math. 33, 257-270 (1979; Zbl 0431.46018)] on the metrization \((X,\rho)\) of quasi-metric spaces \((X,d)\) without an explicit use of the uniform structure on \(X\times X\). Then they show how their construction can be extended to some generalized quasi-metrics.
Harmonic analysis on homogeneous spaces, Metric spaces, metrizability
Harmonic analysis on homogeneous spaces, Metric spaces, metrizability
