| Fractal Dialectics
Hello - My name is Mike from the UK and I have just joined the TOE forum today.
And here I am posting my first post on the Mathematics Theorems topic. Not yet worked out how to put my avatar here but never mind.
I have for the last three years been working on something. It mathematics, it relates to a Theory of Everything, but is not maths as we know it Jim.
Sir Martin Rees, British Astronomer Royal and Master of Trinity College Cambridge, observed that we ASSUME that space and time are like the ocean, basically similar in every place, TO FIT our mathematics. If space and time truly are like landscape, and different in every place, then we simply do not have suitable mathematics to describe it.
Put like that, I became very uneasy that we should think through what form of mathematics could possibly describe heterogenous space and time, and I have a solution that I call Fractal Dialectics.
My instinct is that only really mathematical minds can grasp what mathematics could be without numbers. To present this to non-mathematicians, well I am not sure how to present this at present to anyone. So please tell me, what would be an acceptable way to present a new form of mathematics to TOE. Specifically this involves basically binary asymetric recursion of a finite totality. Much like the way a plant grows a stalk or root that then bifurcates and branches, covering eventually a large area, and appearing as one "thing", say a tree, but in fact having open spaces internally where creatures can climb through it, remaining technically outside it. Every branching point is a left or right choice, and every segment is uniquely individual. So the structure is dendritic, but applying all this to time and space, well the primary concept here is rotation.
So guys, is this the kind of thing for this discussion group or have I posted a little too far off the mainstream here?  |