Matinga's Hyperdimensional Sequence
Sydney Matinga
Oct 1
1 min read

Matinga's Hyperdimensional Law extends Pythagoras' Theorem to any geometric sequence, rather than only powers of 2. The algorithm power averages a geometric dependent value after adding the geometric sequence of independent, geometric variables. It will plot a wave when transposed by the subtraction of one or more of the independent geometric variables, as well as the dependent geometric variable.
Pythagoras' Theorem
hyp, A = ( x [ 1 ] ^ 2 + x [ 2 ] ^ 2 ) ^ 1/2
Matinga's Hyperdimensional Sequence Law
hyp = A
A = ( x [ 1 ] ^ 2 * a + x [ 2 ] ^ 2 * a
+ x [ 3 ] ^ 2 * a + ... + x [ n ] ^ 2 * a ) ^ 1/( 2 * a )
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