Infinity Furthers Anomaly in the Complex Numbers

Authors: Han Geurdes

In the paper an anomaly in complex number theory is reported. Similar to a previousnote, the ingredients of the analysis are Euler’s identity and the DeMoivre rule for n =2. If a quadratic and definitely not weak equation has two solutions, then, acontradiction can be derived from ±1 functions in complex number theory. Aconstructivist finite approach to cos and sin is briefly discussed to resolve the anomaly.

Comments: 5 Pages. Extension of earlier studies

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Submission history

[v1] 2020-02-03 01:50:39



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