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A retrospective online art
gallery is at ChartersArt.
It was online from about 1995 to 2000;
taken off when John Charters died;
showing again in memory of John Charters and
Dan Mazzotti



The shape of anything can be described by a multi-dimensional version of Fourier's maths theory. Fourier's maths can describe level-variations according to time (by describing level-variations according to the individual frequency components). Variations of any complexity can be resolved as being a collection of pure sinusoidal components and their timing and size relative to the slowest frequency being considered in the set. {Cosines are calculated instead of sine because the standing level of the cosine is an actual level whereas if sine was used the value would be zero.]
The difficulties of getting an algorithm, for a practical of Fourier maths transformation, begin with for example the question of "what is the lowest frequency, to which the others shall be related in frequency, phase and amplitude?".... I believe every breath of wind is related, in its waxing and waning, to the finest details of the music in our lives. Harmony is in everything. Complexity is infinite; so harmony hides in complexity. Getting a Fourier series out of a sample of a noisy bit of pop music would be relatively easy (especially if the drums are perfectly tuned --- like electronic!). In Creation there are events that, although apparently irrelevant to each other according to our understandings, are perfectly in harmony with everything that exists. So how complex would the maths be, for a Creation that has oscillations exchanging between an infinite number of dimensions and phase; a Creation that uses time as if the same as space? Fourier might be, in some future/parallel time, in absolute heaven, working out the algorithms for the Fourier Series for the Whole of Creation!
By extending the maths theory (ascribed to Fourier) into a multi-dimensional system, then anything can be said to comprise a collection of concentric simple (sinusoidal) variations in presence in the nominated three dimensions. These multi-dimensional variations exchange places in whatever collection of dimensions they are getting excluded to.
The concentric-spheres picture
The concentric-spheres picture is for the idea of concentric spheres, in pairs, sharing mutual positions in 3D space. Their average pressure levels of their combined exclusion forces allow them to exclude other force-fields from the same 3D space to allow pairs to comprise stable patterns when grouped with similar force-fields. The patterns that pairs team up with, and how often they appear in 3D space, is according to patterns in dimensions other than the first three. Individual force-fields occupy many dimensions during their oscillation cycles.
Most matter and energy phenomena can be described using multi-dimensional Fourier series; extending to many more dimensions than the primary 3; to define where and when force-fields are; according to the descriptions of their perimeter confining "shape" multi-dimensional outlines as fundamentals and harmonics related according to size, frequency and phase.
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