Topology and Metricity of the Complex Plane
DOI:
https://doi.org/10.59120/drj.v5i1.56Keywords:
topology, metricity, complex numbers, equinumerosityAbstract
The equinumerosity of the set of complex numbers and a set of ordered pairs of real numbers is used to show the topology of the complex plane. Likewise, the metricity of the complex plane is proved with the aid of the metricity of the plane R.
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References
Churchill, R. V., & Brown, J. W. (1984). Complex Variables and Applications (4th ed.). McGraw-Hill Book Company.
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Copyright (c) 2002 Ryan C. Calungsod, Marleonie M. Bauyot
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