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I've been working on a paper that describes the reality of the transdimensional MRB constant. Any review, peer or curious, would be appreciated.

Here is the link.

http://marvinrayburns.com/ThegeometryV11.pdf

Thank you in advance.

Here is the abstract.

The goal of this paper is to show that the MRB constant is geometrically quantifiable. To “measure” the MRB constant, we will consider a set, sequence and alternating series of the nth roots of n. Then we will compare the length of the edges of a special set of hypercubes or n-cubes (The two words will be used interchangeably.) which have a content of n. We will finally look at the value of the MRB constant as a sum of the alternating series that we considered.

marvinrayburns.com
constants

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