Upon following the work of John Willard Milnor

John Willard Milnor,  Institute for Advanced Study and Stony Book

•  John Willard Milnor (1985). “On the concept of attractor”. Communications in Mathematical Physics. 99 (2): 177–195. doi:10.1007/BF01212280

• John Willard Milnor is one of the five mathematicians to have won the Fields Medal, the Wolf Prize, and the Abel Prize (the others being Serre, Thompson, Deligne, and Margulis).

•  The first exotic spheres were constructed by John Milnor (1956) in dimension  {\displaystyle n=7} as S^{3}–bundles over S^4. He showed that there are at least 7 differentiable structures on the 7-sphere.

•  What can Koopmanism do for attractors in dynamical systems?, Viktoria Kühner, ArXiv, March 2019

Within this website: https://81018.com/gravity/#References, https://81018.com/gravity/#4f
Also see: Steve Smale

Second email: Wednesday, April 27, 2022 at 3:15 PM

Dear Prof. Dr. Jack Milnor:

I was hoping for a very quick YES / NO answer from that earlier email (just below).
Then, I began thinking about your health. I hope you are well.

Don’t you agree that we all are need a paradigm shift? I say, “Let’s force it open.”

1. Assume infinitesimal units on the order of Planck/Stoney are the start.
2. Assume one infinitesimal sphere per infinitesimal unit of time.
3. Assume between 539-to-4609 tredecillion spheres per second.
4. Assume both attractor theory and the Fourier transform have key roles.
5. Assume Langlands programs and string-and-M theory have key roles.

Might we have the making of an ALT model of the universe?

Perhaps James Peebles could participate in it?

Thank you.

Warmly,

Bruce

PS. I am now indexing and following your work here: https://81018.com/milnor/ I am building references to your work: https://81018.com/gravity/#References as well as quoting you. The document, https://81018.com/gravity/#4f, is as far as I have come today, however, I am working on it! -BEC

First email: 24 April 2022 at 3:17 PM

RE: Is the attractor scale invariant?

Dear Prof. Dr. Jack Milnor:

If the attractor is scale invariant, could the Planck scale be considered state space?

Thank you.

Warm regards,

Bruce

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