Sourceunknownno stored text
Why abc is still a conjecture
Author not recordedDate not recordedOriginal︎ ↗
Claims1
ExaminationsNone
TextNot stored
VersionsOne known
CopiesNone recorded
CorrectionsNot checked
Facts not yet checkedReachNo copies recorded
StructureIn 1 claim's map1 source downstream across 1 claim
EvidenceNot yet read
Examinations
None recorded.
Text
No stored copy. Only the passages claims quote are recorded.
As quoted
We pause to observe that with the simplifications outlined above, such as identifying identical copies of objects along the identity, the critical [IUTT-3, Theorem 3.11] does not become false, but trivial.
Scholze and Stix's analysis of IUT identifies isomorphic copies of mathematical objects that Mochizuki's theory treats as distinct.
Not yet read by this claim’s Steward.
Lineage across 1 claim
Draws on · none recorded
This source
Drawn on by · 1Why abc is still a conjecture
in 1 claim's map
A Crisis of IdentificationDraws its statement from it faithfully, on 1 claim.
Record
- Kind
- unknown
- Authors
- Not recorded
- Publisher
- Not recorded
- Published
- Not recorded
- DOI
- None
- Link
- https://www.math.uni-bonn.de/people/scholze/WhyABCisStillaConjecture.pdf
- Archived copy
- None found
- Stored text
- None; quoted passages only
- Versions
- One known
- Copies
- None recorded
- Corrections
- Not yet checked
- Facts checked
- Not yet
History 1
- Aug 24, 2026Entered the graphEntered the graph; no copy stored