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Postulate, Corollaries, and Theorems A statement of First Cause. 

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The Inverse Square Law (ISL)
The Inverse Square Law (ISL) The Inverse Square Law (ISL) is a concept that, prior to Pulsoid Theory (PT), has been universally accepted without describing its source other than circularly; as it is with all the standard model dimensions. The “Why?” of the ISL is only definable with an understanding of the Dynamic Hyperrelativistic Vectors (DHV) and their separation, which is described by the Pulsoid Theorem, v =εP². The Inverse Square Law (ISL) is, heuristically, a function of the vector, "v," which is a function of the Pulse, "P," of an Emergent Ellipsoid (EEd). The vector is a function of the proportion between a spheroid's surface and its radius. It is the length of the vectors that are preserved that establishes orthogonality . . . the three orthogonal dimensions. The formula for the vector, where "P," is any Natural number is: P². Thus, the vector length proportional to the Pulse, reflects the square component of the Inverse Square Law (ISL). The inverse component is a reflection of the relativistic effect of expansion vs. diminished speed. The ISL is an immediate, fundamental occurrence as a dimensionless point and a dimensionless sphere separate (DES) while, thus, creating a seminal quantum. ©Copyright 20052008 by Brunardot. All rights reserved. Terms: Dialogue21.com, Brunardot, and Pulsoid Theory must be cited. Sorry! This Thread has not been completed.
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