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Matinga’s Sine Power Law

Sydney Matinga
Sep 20
1 min read

Updated: Sep 22





The Sine Power Law


Add the ω constants and the mean of the phase shifts in the sine wave brackets.



Example


A = sin ( x [ 1 ] + h [ 1 ] )


* sin ( x [ 2 ] + h [ 2 ] )


* sin ( x [ 3 ] + h [ 3 ] )


* . . .


* sin ( x [ n ] + h [ n ] ) ,



sin ( x [ 1 ] + x [ 2 ] + x [ 3 ] + . . . + x [ n ]


+ ( . . . + h [ 1 ] + h [ 2 ] + h [ 3 ] + . . .


+ h [ n ] ) / n )



© Sydney Matinga 2026

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