Matches in SemOpenAlex for { <https://semopenalex.org/work/W2564017106> ?p ?o ?g. }
Showing items 1 to 82 of
82
with 100 items per page.
- W2564017106 abstract "Given two $k$-graphs ($k$-uniform hypergraphs) $F$ and $H$, a perfect $F$-tiling (or an $F$-factor) in $H$ is a set of vertex disjoint copies of $F$ that together cover the vertex set of $H$. For all complete $k$-partite $k$-graphs $K$, Mycroft proved a minimum codegree condition that guarantees a $K$-factor in an $n$-vertex $k$-graph, which is tight up to an error term $o(n)$. In this paper we improve the error term in Mycroft's result to a sub-linear term that relates to the Tur'an number of $K$ when the differences of the sizes of the vertex classes of $K$ are co-prime. Furthermore, we find a construction which shows that our improved codegree condition is asymptotically tight in infinitely many cases thus disproving a conjecture of Mycroft. At last, we determine exact minimum codegree conditions for tiling $K^{(k)}(1, dots, 1, 2)$ and tiling loose cycles thus generalizing results of Czygrinow, DeBiasio, and Nagle, and of Czygrinow, respectively." @default.
- W2564017106 created "2017-01-06" @default.
- W2564017106 creator A5006385137 @default.
- W2564017106 creator A5053672565 @default.
- W2564017106 creator A5086267413 @default.
- W2564017106 date "2016-12-21" @default.
- W2564017106 modified "2023-09-27" @default.
- W2564017106 title "Codegree conditions for tiling complete $k$-partite $k$-graphs and loose cycles" @default.
- W2564017106 cites W1571018443 @default.
- W2564017106 cites W1867281446 @default.
- W2564017106 cites W1923478559 @default.
- W2564017106 cites W1957375148 @default.
- W2564017106 cites W1969731303 @default.
- W2564017106 cites W1995581755 @default.
- W2564017106 cites W2001766673 @default.
- W2564017106 cites W2005146019 @default.
- W2564017106 cites W2005223884 @default.
- W2564017106 cites W2014564484 @default.
- W2564017106 cites W2030215923 @default.
- W2564017106 cites W2030651378 @default.
- W2564017106 cites W2053158631 @default.
- W2564017106 cites W2083869960 @default.
- W2564017106 cites W2099989374 @default.
- W2564017106 cites W2110354774 @default.
- W2564017106 cites W2111368375 @default.
- W2564017106 cites W2116537669 @default.
- W2564017106 cites W2137756264 @default.
- W2564017106 cites W2137916360 @default.
- W2564017106 cites W2171957589 @default.
- W2564017106 cites W2183769808 @default.
- W2564017106 cites W229079384 @default.
- W2564017106 cites W2962841333 @default.
- W2564017106 cites W2963274279 @default.
- W2564017106 cites W2963988718 @default.
- W2564017106 cites W2963991599 @default.
- W2564017106 cites W830927343 @default.
- W2564017106 doi "https://doi.org/10.48550/arxiv.1612.07247" @default.
- W2564017106 hasPublicationYear "2016" @default.
- W2564017106 type Work @default.
- W2564017106 sameAs 2564017106 @default.
- W2564017106 citedByCount "5" @default.
- W2564017106 countsByYear W25640171062017 @default.
- W2564017106 countsByYear W25640171062018 @default.
- W2564017106 countsByYear W25640171062019 @default.
- W2564017106 countsByYear W25640171062020 @default.
- W2564017106 crossrefType "posted-content" @default.
- W2564017106 hasAuthorship W2564017106A5006385137 @default.
- W2564017106 hasAuthorship W2564017106A5053672565 @default.
- W2564017106 hasAuthorship W2564017106A5086267413 @default.
- W2564017106 hasBestOaLocation W25640171061 @default.
- W2564017106 hasConcept C114614502 @default.
- W2564017106 hasConcept C118615104 @default.
- W2564017106 hasConcept C132525143 @default.
- W2564017106 hasConcept C2780990831 @default.
- W2564017106 hasConcept C33923547 @default.
- W2564017106 hasConcept C45340560 @default.
- W2564017106 hasConcept C80899671 @default.
- W2564017106 hasConceptScore W2564017106C114614502 @default.
- W2564017106 hasConceptScore W2564017106C118615104 @default.
- W2564017106 hasConceptScore W2564017106C132525143 @default.
- W2564017106 hasConceptScore W2564017106C2780990831 @default.
- W2564017106 hasConceptScore W2564017106C33923547 @default.
- W2564017106 hasConceptScore W2564017106C45340560 @default.
- W2564017106 hasConceptScore W2564017106C80899671 @default.
- W2564017106 hasLocation W25640171061 @default.
- W2564017106 hasLocation W25640171062 @default.
- W2564017106 hasOpenAccess W2564017106 @default.
- W2564017106 hasPrimaryLocation W25640171061 @default.
- W2564017106 hasRelatedWork W2063292662 @default.
- W2564017106 hasRelatedWork W2107479896 @default.
- W2564017106 hasRelatedWork W2747111545 @default.
- W2564017106 hasRelatedWork W2766457447 @default.
- W2564017106 hasRelatedWork W2962928708 @default.
- W2564017106 hasRelatedWork W3005679577 @default.
- W2564017106 hasRelatedWork W3205627453 @default.
- W2564017106 hasRelatedWork W4301514113 @default.
- W2564017106 hasRelatedWork W4309953919 @default.
- W2564017106 hasRelatedWork W4378498872 @default.
- W2564017106 isParatext "false" @default.
- W2564017106 isRetracted "false" @default.
- W2564017106 magId "2564017106" @default.
- W2564017106 workType "article" @default.