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The next proof obstacle and a first extension beyond it

Indexed reference05 Sept 2026 · saved

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01 / THE QUESTION

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The most useful next capability is to exploit a good approximation to the trajectory and rigorously control its error.

02 / WHAT THE RECORD SAYS

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This revision implements a first special case: a possibly large exact decaying shear, plus a small fully three-dimensional perturbation. It certifies a concrete field that v0.14 could not certify.

03 / LIMITS & OPEN POINTS

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The permitted perturbation shrinks exponentially with the background amplitude in this conservative estimate. Arbitrary large-data regularity remains outside its scope.

04 / THE NEXT QUESTION

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Continuous-time residual and Fourier-tail bounds for computed reference trajectories

05 / CHECKS IN THE RECORD

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Suppose a smooth reference vv, on a finite time interval [0,T][0,T], has certified bounds V(t)≤V‾(t)V(t)\le\overline V(t) and R(t)≤R‾(t)R(t)\le\overline R(t). Put

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  • examples.py ↗

    Public · 1,259 bytes

    SHA-256: 6d26f64fe817642b42600365209b20a19ba9a36f9437d6eb799c55672a3a6cd8

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Date: 5 September 2026
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Origin
d0re research collection (snapshot 1 October 2026)
Original path
/The Theory of Reality/NEXT_WALL.md
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05 Sept 2026 · saved
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mechanical v0: not part of a detected version series
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14,414 bytes
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1,854 words
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fde8fc6a803bd3f21533fcd69c2e40b1355ed125b82b7adac6a91dcd26ec3e7e

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The next proof obstacle and a first extension beyond it
2026-09-05
d0re research record r-fde8fc6a803b
https://www.d0re.com/library/records/r-fde8fc6a803b.html
Authorship basis: Collection attribution; original record retains its own credits
Date basis: saved
Source SHA-256: fde8fc6a803bd3f21533fcd69c2e40b1355ed125b82b7adac6a91dcd26ec3e7e

Independent research by Anthony Michael Collado.
Original credits remain with each source.