General Mathematics

    

Null Algebra Extension II

Authors: Robert S. Miller

This extension to Null Algebra more deeply examines the the application, and consequences of division by zero and the solutions to the negative radical within the complex plane. The paper takes this application to its natural result of resolving the complex plane to a real hyper-plane formed in three directions from the union of real and subspace axis. A later version of this paper will explore the negative area these concepts mandate must exist and the Null Algebra resolutions of complex exponents.

Comments: 61 Pages. This second version of this paper was formatted with a more thorough review to remove error left in the first draft. It contains additional graphs and material showing the full resolution of the complex plane for the given example equation.

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Submission history

[v1] 2023-04-27 00:48:34
[v2] 2023-06-10 09:48:23

Unique-IP document downloads: 374 times

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