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Geometric Interpretation of Convergent Series by Anonymous CEFIwCW is a document available to read on EtoBox.
This document defends the geometric interpretation of two convergent infinite series on the complex plane. It shows that the two series, defined by equations (2) and (6), converge to the same point on the real axis as n approaches infinity. This convergence is proven algebraically in equation (5) by setting the imaginary part of the second series equal to zero. Finally, equation (8) extracts an equivalence that verifies Euclid
- Author
- Anonymous CEFIwCW
- Language
- EN