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He has been able to go around a lot of the open pits using his padic math, but I've seen very little acknowledgment that such a new angle of approach is acceptable to the rank and file.

The padic primes themselves encompass infinities that have served to distort more standard ToEs (and have to be factored out by fiat via "renormalization").

Using padic mathematics does get around some issues with the inventive (but not necessarily revealing) 'standard' maths with imaginary, irrational and all other sort of madeup numbers/values.

Can psychologists ', mathematicians', and physicists 'longstanding padic models of thought be brought into modern physics?

What optimal mix of new physics phenomena and padic models of consciousness have created holistic models of new physics and the mind, the 21st century's theory of everything?

In particular, for two integers n and m, and a prime number p such that neither n nor m is divisible by p1, and a natural number r, such that: the padic continuity asserts that:
Wolfram Blog : Today We Broke the Bernoulli Record: From the Analytical Engine to Mathematica

I checked the padic continuity for p = 43, r = 3, m = 59776; p = 59, r = 2, m = 916; p = 7919, r = 1, m = 7484; and p = 27449, r = 1, m = 8928.
Wolfram Blog : Today We Broke the Bernoulli Record: From the Analytical Engine to Mathematica

Penrose is still working in a 4D manifold, which is a good place to start, though he does give some lip service per Nigel Cook in his latest tome to Matti's padic primes as a mathematical framework the world's just not ready for yet.

My goal was to combine the pages [[padic values]] and [[padic numbers]], both of which discussed the padic number system and contained content the other didn't.

I wasn't the only editor for the [[padic numbers]], CherryS had put up a lot of relevant material, to which I added.
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