rrxivrrxiv
Proposition·Untested·2605.00009

Proposition X.13

If two magnitudes be commensurable, and one of them be incommensurable with any magnitude, the remaining one will also be incommensurable with the same.

Read in paperRead PDFOpen paper

Proof

Contrapositive of X.12.

Knowledge graph · drag to pan, scroll to zoom, click a node to navigate

Full neighborhood

Depends on (1)

Discussion

No replications, contradictions, or comments registered yet for this claim.

Replicate or annotate this claim

Replicate to register a fresh attempt; contradict, extend, or comment otherwise. Authors can post a claim-retraction with the reason taxonomy from RRP-0020.

Sign in with ORCID to annotate this claim.