AIM · Caccetta–Häggkvist workshop survey
Not assessedSource label: Conjecture 2.1; no current-status report
Source dated Apr 14, 2006 · Observed Oct 1, 2026
The cited source item and version only; this is not an independent OpenMath assessment.
Combinatorics MSC2020 05C20 / 05C38
QuestionResolution scope has not been assessed in this publication.
Source report · observed Oct 1, 2026
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Must a simple directed graph with n vertices and minimum out-degree at least r ≥ 1 contain a directed cycle of length at most ⌈n/r⌉?
Finite simple directed graphs. This historical survey is a discovery source; the present research state has not been assessed.
Question paraphrased by OpenMath. Use the cited source and locator for authoritative wording.
Resolution scope has not been assessed in this publication.
Source report · observed Oct 1, 2026 · AIM · Caccetta–Häggkvist workshop survey
This is a discovery entry. OpenMath has checked the linked source and attribution; it has not independently assessed the present mathematical status.
This report comes from a historical source. A recent observation of the document does not establish a current research status.
Source label: Conjecture 2.1; no current-status report
Source dated Apr 14, 2006 · Observed Oct 1, 2026
The cited source item and version only; this is not an independent OpenMath assessment.
Blair D. Sullivan, 14 April 2006, Conjecture 2.1 on page 2. Only a paraphrase and source link are published.
Published after staff preview and source checks. This page covers the cited items; it does not represent a complete list of problems or a literature-wide review.
Blair D. Sullivan; hosted by American Institute of Mathematics · metadata-link · Not established; links and OpenMath paraphrases only
Store metadata and original OpenMath paraphrases; follow the original source for authoritative wording. Rights / source terms
caccetta-haggkvist:entry:0:v1Initial checked pilot publication; source attribution, rights, wording and coverage reviewed by OpenMath staff.
Add cited resolution scope and consolidate equivalent prime formulations and supporting Claims; mathematical evidence and execution review remain distinct.
Publish checked pilot curation with canonical Claims and scoped progress; preserve exact source revisions, assumptions, coverage limits and historical publications. External artifacts and OpenMath execution remain distinct.
Reviewed reader correction: preserve assertion history, exact citations and scoped assessments; task evidence names its exact Claim target.
Reviewed reader correction: preserve assertion history, exact citations and scoped assessments; task evidence names its exact Claim target.
Reviewed reader correction: preserve assertion history, exact citations and scoped assessments; task evidence names its exact Claim target.
Reviewed reader correction: preserve assertion history, exact citations and scoped assessments; task evidence names its exact Claim target.
Reviewed reader correction: preserve assertion history, exact citations and scoped assessments; task evidence names its exact Claim target.
Reviewed reader correction: preserve assertion history, exact citations and scoped assessments; task evidence names its exact Claim target.
Reviewed reader correction: preserve assertion history, exact citations and scoped assessments; task evidence names its exact Claim target.
Reviewed reader correction: preserve assertion history, exact citations and scoped assessments; task evidence names its exact Claim target.