Скачать или смотреть A Possible `Topological Multiverse' Example

This is a fairly rough early presentation video of a new topology theorem I think I may have found, to do with defining a metric space on the set of all Frechet (V) space on set K. In a way it makes something you could call a topological multiverse, with possible fractal properties. Here I talk about a new `specific' idea I had to formulate a `specific' metric on the space of all Frechet (V) spaces with a particular set K. Its only a conjecture that the D function I present is a metric as of yet. Hopefully I will upload a higher quality explanation of these ideas soon. I have not checked the consistency of the equations with my audio, which I recorded later in my car ! so I hope it makes sense. Hopefully I can say something more coherent about this soon, or think of some better metrics. It is an interesting open problem to prove/disprove that the D function define here is really a metric on the set of all Frechet (V) spaces with element set K.

I think I may have found a very rough proof sketch of this result:

https://www.dropbox.com/s/uo5msa8ukso...