Pith. sign in

Paper Integrity Record · LEDGER

Eilenberg-Watts calculus for finite categories and a bimodule Radford S⁴ theorem

As of an unrecorded date, Pith completed 0 of 0 listed checks against arXiv:1612.04561. No listed check completed, so this record makes no findings claim.

This is a record of named checks, not a clean-status claim or a paper verdict.

pith.integrity.v1
1612.04561 v3
pith:2016:PGIDRBJ5G6NBW5JWXI3RAAIKAF

Coverage vector

No checks are listed for this paper yet.

Listed checks

No checks are listed for this paper yet.

Observations

No checks are listed for this paper yet.

Methods and limits

Each listed check names the surface it examined. A skipped, failed, partial, unavailable, not collected, not requested, or withheld check says nothing about what a completed check would have returned.

  • Only checks with status completed enter the claim sentence numerator.
  • Findings appear only from completed checks and only within the scope printed for that check.
  • Severity labels describe one observation row. They do not roll up into a paper judgment.