When two Prime Numbers (x and y) are multiplied, are they likewise added in some other dimension? What about finding their delta difference? The discovery that these are simple separations distributed across Pythagorean Triangular dimensions (whereby the Height of a Right Triangle is the Square Root of the Product of Primes (xy)^.5; with three whole number side values are accomplished with their Sum tying to the Hypotenuse length (x+y)/2 and the Base length defines by (y-x)/2.
But how does this translate to ‘material’ physics )if there really is such a thing per se) through a geometric and mathematical unification theory with verifiable proof points? Some deep thoughts on this……
Below are notes on this while lecturing at Northwestern University earlier this year….. the notes were completed separately but there appears to be a significant linkage…..
