The 8 Elemental Fields in The Shunya Field Theory with the Pole or Centre being the 9th

Cotes Harmonium Mensuraram

Their a 4 elements to the Newtonian Principia which can be resolved into 5 mechanical principles. The 4 elements are the radial, the circle, the tangent and the Spiral. From these Newton derives his Principia mathematica, and by resolving the radial into centripetal and centrifugal forces of acceleration he provides 5 mechanical principals of Electro mechanics.

Cotes at the time in Discussion with Newton was making this relationship of the 4 elements clear through the curious work and insight of De Moivre on the Napierian logarithms and the negative square root procedure.

In the light of this insight i now fundamentally redefine the Shunya field as a combinatorial field of 8 elemental fields. a centrifugally radiating field, a centripetally radiating field a tangential field to a circular field both clockwise and anticlockwise and a spirally field both clockwise and anticlockwise.

These 8 elements are harmonised by Newtonian fluent methods which define in mathematical principles vector algebras of every sort, logarithmic algebras of every sort and and cyclic algebras of every sort both in ring and group theoretical analytics.

This Harmony perceived by Cotes relies upon the Napierian method of constructing logarithms from sines, that is the fundamental trigonometric ratio, which allied with the Newtonian Principles and the insights of Wallis and De Moivre result in the so called complex logarithms/ It is these that Cotes hoped to demonstrate to Newton as a better gravitational law before he died, and which Newton half suspected as much after he died.

But what Cotes suspected was in fact more than an enhanced gravitational law, it is in fact the fundamental law of electrodynamics, unperceived and unrecognised. By it in fact all modern theoretical structure from relativity to quantum Chromo dynamics have their fundamental mathematical principles.

This simply stated law of Cotes is the unified theory of everything that all are seeking through empirical measurement. By the use of the metron relationships the Fractal , discrete paradigm is also included within the differential analytical forms.
If Cotes derived the logarithmic form by the use of the fluent method, then this is a differential form, which makes the Eulerian form, similarly derived by differential expansion the Integral form. Thus we have 2 expressions of the same identity in both differential and integral form a pattern to be repeated in the work of Maxwell, Schredinger and Dirac and Einstein.

That Cotes Harmonium Mensuraram underpins all of these developments is my contention which i hope to fully demonstrate in the development of the Shunya Field Theory Of Everything

The count of 9 is symbolic for the Bahai faith. The spiral may be further distinguished into inward and outward moving spirals, adding 2 more distinctions which make 11. We may proceed with further distinctions if desired. The model s never complete or perfect as some claim. However, some superstructures are more utilitarian than others.

The like likes like attraction has been known for a while. Feynman coined the phrase. So what this means is the likes repel model is too simplistic to describe the behaviour of electromagnetic fields. The mechanical vorticular model only makes sense as a description of these electric and magnetic observable behaviours if a like likes like attraction is also observable.
We can explain the electrostatic attraction of glass and amber in these terms, which further supports an expansive spatial dynamic from a raial centre and a contractive surface forming or layer forming dynamic , a condensing spatial dynamic for a cofactor ign of space. Simply put space is expansive or contractive, it rarefied or it condenses.,

The spiral or vorticular field elements of this space dynamic are interpreted as electric charge, magnetic flux and gravitational acceleration. Similarly sublimation, evaporation, condensation and crystallisation/ solidification are aspects of the same elemental field interaction dynamics

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