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Scirj, Volume VIII [2020]
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Scirj Volume VIII, Issue IV, April 2020 Edition ISSN: 2201-2796 ![]() Egahi M., Agbata B.C., Ogwuche O.I., Soomiyol M. C Abstract: In this paper, we describe vividly the extended complex plane and show how stereographic projection is used to map bijectively points of the extended complex plane to the Riemann Sphere. The chordal metric between points on the sphere is exhaustively treated with particular interest on the image of sums of corresponding points in the plane and on the sphere. Reference this Paper: Extended Complex Plane and Riemann Sphere by Egahi M., Agbata B.C., Ogwuche O.I., Soomiyol M. C published at: "Scientific Research Journal (Scirj), Volume VIII, Issue IV, April 2020 Edition, Page 44-51 ". Search Terms: Complex Plane, Riemann Sphere, infinity, Chordal metric, stereographic projection, Complex analysis [Read Research Paper] [Full Screen] |
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