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What is Geometry of Generalized Complex Numbers about?

This document summarizes generalized complex number systems where the imaginary unit i satisfies i^2 = p for some real number p. It describes how these systems give rise to elliptic, parabolic, and hyperbolic geometries depending on whether p is negative, zero, or positive. Trigonometric functions are also generalized for these number systems.

Author

Anonymous MUhD413U6

Language

EN