Matches in SemOpenAlex for { <https://semopenalex.org/work/W1739213629> ?p ?o ?g. }
Showing items 1 to 93 of
93
with 100 items per page.
- W1739213629 abstract "We study Pandharipande-Thomas's stable pair theory on $K3$ fibrations over curves with possibly nodal fibers. We describe stable pair invariants of the fiberwise irreducible curve classes in terms of Kawai-Yoshioka's formula for the Euler characteristics of moduli spaces of stable pairs on $K3$ surfaces and Noether-Lefschetz numbers of the fibration. Moreover, we investigate the relation of these invariants with the perverse (non-commutative) stable pair invariants of the $K3$ fibration. In the case that the $K3$ fibration is a projective Calabi-Yau threefold, by means of wall-crossing techniques, we write the stable pair invariants in terms of the generalized Donaldson-Thomas invariants of 2-dimensional Gieseker semistable sheaves supported on the fibers." @default.
- W1739213629 created "2016-06-24" @default.
- W1739213629 creator A5034441141 @default.
- W1739213629 creator A5044197760 @default.
- W1739213629 creator A5049918322 @default.
- W1739213629 date "2013-08-21" @default.
- W1739213629 modified "2023-10-17" @default.
- W1739213629 title "Stable pairs on nodal K3 fibrations" @default.
- W1739213629 cites W1490615298 @default.
- W1739213629 cites W1545716274 @default.
- W1739213629 cites W1579033279 @default.
- W1739213629 cites W1646956549 @default.
- W1739213629 cites W1847851923 @default.
- W1739213629 cites W1863966002 @default.
- W1739213629 cites W1972375861 @default.
- W1739213629 cites W1972894254 @default.
- W1739213629 cites W2001377460 @default.
- W1739213629 cites W2001904056 @default.
- W1739213629 cites W2002918755 @default.
- W1739213629 cites W2003254382 @default.
- W1739213629 cites W2003448897 @default.
- W1739213629 cites W2008748486 @default.
- W1739213629 cites W2019594210 @default.
- W1739213629 cites W2020178906 @default.
- W1739213629 cites W2031607033 @default.
- W1739213629 cites W2065330478 @default.
- W1739213629 cites W2088589971 @default.
- W1739213629 cites W2091013008 @default.
- W1739213629 cites W2096204312 @default.
- W1739213629 cites W2103817683 @default.
- W1739213629 cites W2112005028 @default.
- W1739213629 cites W2154483904 @default.
- W1739213629 cites W2950960278 @default.
- W1739213629 cites W2962730575 @default.
- W1739213629 cites W2963278647 @default.
- W1739213629 cites W2963646469 @default.
- W1739213629 cites W3101555374 @default.
- W1739213629 cites W3101653243 @default.
- W1739213629 cites W3102484428 @default.
- W1739213629 cites W3106075052 @default.
- W1739213629 doi "https://doi.org/10.48550/arxiv.1308.4722" @default.
- W1739213629 hasPublicationYear "2013" @default.
- W1739213629 type Work @default.
- W1739213629 sameAs 1739213629 @default.
- W1739213629 citedByCount "0" @default.
- W1739213629 crossrefType "posted-content" @default.
- W1739213629 hasAuthorship W1739213629A5034441141 @default.
- W1739213629 hasAuthorship W1739213629A5044197760 @default.
- W1739213629 hasAuthorship W1739213629A5049918322 @default.
- W1739213629 hasBestOaLocation W17392136291 @default.
- W1739213629 hasConcept C121089165 @default.
- W1739213629 hasConcept C121332964 @default.
- W1739213629 hasConcept C134306372 @default.
- W1739213629 hasConcept C196433757 @default.
- W1739213629 hasConcept C202444582 @default.
- W1739213629 hasConcept C33923547 @default.
- W1739213629 hasConcept C53469067 @default.
- W1739213629 hasConcept C54486226 @default.
- W1739213629 hasConcept C5961521 @default.
- W1739213629 hasConcept C62520636 @default.
- W1739213629 hasConcept C62884695 @default.
- W1739213629 hasConcept C80892491 @default.
- W1739213629 hasConceptScore W1739213629C121089165 @default.
- W1739213629 hasConceptScore W1739213629C121332964 @default.
- W1739213629 hasConceptScore W1739213629C134306372 @default.
- W1739213629 hasConceptScore W1739213629C196433757 @default.
- W1739213629 hasConceptScore W1739213629C202444582 @default.
- W1739213629 hasConceptScore W1739213629C33923547 @default.
- W1739213629 hasConceptScore W1739213629C53469067 @default.
- W1739213629 hasConceptScore W1739213629C54486226 @default.
- W1739213629 hasConceptScore W1739213629C5961521 @default.
- W1739213629 hasConceptScore W1739213629C62520636 @default.
- W1739213629 hasConceptScore W1739213629C62884695 @default.
- W1739213629 hasConceptScore W1739213629C80892491 @default.
- W1739213629 hasLocation W17392136291 @default.
- W1739213629 hasLocation W17392136292 @default.
- W1739213629 hasLocation W17392136293 @default.
- W1739213629 hasOpenAccess W1739213629 @default.
- W1739213629 hasPrimaryLocation W17392136291 @default.
- W1739213629 hasRelatedWork W1579033279 @default.
- W1739213629 hasRelatedWork W1739213629 @default.
- W1739213629 hasRelatedWork W2056015712 @default.
- W1739213629 hasRelatedWork W2098356337 @default.
- W1739213629 hasRelatedWork W2949352117 @default.
- W1739213629 hasRelatedWork W2963190428 @default.
- W1739213629 hasRelatedWork W2963412708 @default.
- W1739213629 hasRelatedWork W2963456148 @default.
- W1739213629 hasRelatedWork W4300980627 @default.
- W1739213629 hasRelatedWork W4321148397 @default.
- W1739213629 isParatext "false" @default.
- W1739213629 isRetracted "false" @default.
- W1739213629 magId "1739213629" @default.
- W1739213629 workType "article" @default.