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PowerPatterns

Somefun's Power Pattern Algorithm DOI

Recursive Patterns: Integer Powers of Real Numbers

A Theory on Number Computing

1. Somefun's Square Method

The square of any positive or negative real number value, n can be decomposed into the expression below:

square(n) = [(n - 1 ) * (3 + (n - 2))] + 1

2. Somefun's Power Patterns

Any real number, n raised to an integer power, r can be decomposed into a recursive pattern or series of integer powers.

A Visualization of the Somefun's Power Pattern Algorithm is implemented using Python.