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Ross Finlayson would be a good mathematician (Was: T-theory A-theory theatheory)

From Mild Shock <janburse@fastmail.fm>
Newsgroups sci.logic, sci.math, sci.physics.relativity
Subject Ross Finlayson would be a good mathematician (Was: T-theory A-theory theatheory)
Date 2025-11-16 01:56 +0100
Message-ID <10fb7f2$4uus$1@solani.org> (permalink)
References <dKqcnTafh9KZJZr0nZ2dnZfqnPqdnZ2d@giganews.com> <fNGdnVrpqJtMU5f0nZ2dnZfqn_udnZ2d@giganews.com> <srednZF_RO5Y3pP0nZ2dnZfqnPFh4p2d@giganews.com> <kB2cnZhdFfz0X4_0nZ2dnZfqn_idnZ2d@giganews.com>

Cross-posted to 3 groups.

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Hi,

Rossy Boy, can you do this, its from my logic teacher:

The theory BON(µ) + (B-IN) is particularly interesting
in connection with Feferman's philosophical analysis of
Weyl's Das Kontinuum and his reconstruction of the axiom
system of Das Kontinuum in modern terms; see Feferman
[16, 17]. One of his key results is that Weyl's approach
can be developed within a conservative extension of PA.
This system W can be easily reduced to BON(µ) +(B-IN).
https://home.inf.unibe.ch/ltg/publications/2018/jae18.pdf

But now I am confused , didn't bang Weyl his head
on MVT? The modulus problem. So whats the scope of W?


Bye

BTW: Shitty new Microsoft Snipping tool OCR cannot
recognize Greek, had to manually insert µ.

Ross Finlayson schrieb:
> nuclear-force (micro, quantum spikes/wells) not via discrete
> Planck-scale foam, but through axiomless geometry's "sweep"
> (Natural/Unit Equivalency Function), where singularities are
> non-Cartesian transitions preserving constancy/consistency.

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Ross Finlayson would be a good mathematician (Was: T-theory A-theory theatheory) Mild Shock <janburse@fastmail.fm> - 2025-11-16 01:56 +0100

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