METRIZATION - WHAT IS IT IN THE WORLD?
The paper studies metrization and various applications and various applications
in the world. The metrization theorem is studied in the context of metric spaces and
countability. Further, the applications of metriaztion studied here ranges from a whole
lot of areas from topolgy to algebraic topology. On the other hand, basic concepts on
metrization are further studied in this paper.
 Dugundji J., Topology, published by Wm.C Brown copyright(1989)p.183
 Janich K., Topology,published by Springer New York Inc. copyright (1984) p.9
 Munkres J. R, Topology,published by Prentice Hall Inc. copyright (1975)p.261-262
 Unione Matematica Italiana, A new metrization theorem, last accessed 19 December 2019, http://www.bdim.eu/item?fmt=pdfid=BUMI-2002-8-5B-1-109-0
 Elsevier n.d, Topology and its Application, last accessed 19 December 2019, https://core.ac.uk/download/pdf/82649071.pdf.
 American Mathematics Society, A metrization theorem, last accessed 19 December 2019, https://www.ams.org/journals/proc/1966-017-04/S0002-9939-1966-0195050-7/S0002-9939-1966-0195050-7.pdf