FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W2792597551> ?p ?o ?g. }

• W2792597551 abstract "We study deformations of rational curves and their singularities in positive characteristic. We use this to prove that if a smooth and proper surface in positive characteristic $p$ is dominated by a family of rational curves such that one member has all $delta$-invariants (resp. Jacobian numbers) strictly less than $(p-1)/2$ (resp. $p$), then the surface has negative Kodaira dimension. We also prove similar, but weaker results hold for higher dimensional varieties. Moreover, we show by example that our result is in some sense optimal. On our way, we obtain a sufficient criterion in terms of Jacobian numbers for the normalization of a curve over an imperfect field to be smooth." @default.
• W2792597551 created "2018-03-29" @default.
• W2792597551 creator A5001385389 @default.
• W2792597551 creator A5007563811 @default.
• W2792597551 creator A5035580433 @default.
• W2792597551 date "2018-03-12" @default.
• W2792597551 modified "2023-10-16" @default.
• W2792597551 title "Deformations of rational curves in positive characteristic" @default.
• W2792597551 cites W1495980450 @default.
• W2792597551 cites W1966471115 @default.
• W2792597551 cites W1969280329 @default.
• W2792597551 cites W1975497689 @default.
• W2792597551 cites W2006810424 @default.
• W2792597551 cites W2018742429 @default.
• W2792597551 cites W2019754092 @default.
• W2792597551 cites W2021210509 @default.
• W2792597551 cites W2030559204 @default.
• W2792597551 cites W2034694871 @default.
• W2792597551 cites W2042542296 @default.
• W2792597551 cites W2044898622 @default.
• W2792597551 cites W2045249561 @default.
• W2792597551 cites W2058854129 @default.
• W2792597551 cites W2061778783 @default.
• W2792597551 cites W2063293469 @default.
• W2792597551 cites W2063867425 @default.
• W2792597551 cites W2065902496 @default.
• W2792597551 cites W2066635361 @default.
• W2792597551 cites W2070142280 @default.
• W2792597551 cites W2073580333 @default.
• W2792597551 cites W2094920452 @default.
• W2792597551 cites W2095877551 @default.
• W2792597551 cites W2106371259 @default.
• W2792597551 cites W2128010558 @default.
• W2792597551 cites W2131885318 @default.
• W2792597551 cites W2136691573 @default.
• W2792597551 cites W2160615827 @default.
• W2792597551 cites W2272328182 @default.
• W2792597551 cites W2282396556 @default.
• W2792597551 cites W2480168843 @default.
• W2792597551 cites W2482781033 @default.
• W2792597551 cites W2597119454 @default.
• W2792597551 cites W2606122765 @default.
• W2792597551 cites W2625043690 @default.
• W2792597551 cites W2913049457 @default.
• W2792597551 cites W2962989607 @default.
• W2792597551 cites W2963038881 @default.
• W2792597551 cites W3045661918 @default.
• W2792597551 cites W3202375342 @default.
• W2792597551 doi "https://doi.org/10.48550/arxiv.1803.04448" @default.
• W2792597551 hasPublicationYear "2018" @default.
• W2792597551 type Work @default.
• W2792597551 sameAs 2792597551 @default.
• W2792597551 citedByCount "1" @default.
• W2792597551 countsByYear W27925975512019 @default.
• W2792597551 crossrefType "posted-content" @default.
• W2792597551 hasAuthorship W2792597551A5001385389 @default.
• W2792597551 hasAuthorship W2792597551A5007563811 @default.
• W2792597551 hasAuthorship W2792597551A5035580433 @default.
• W2792597551 hasBestOaLocation W27925975511 @default.
• W2792597551 hasConcept C121332964 @default.
• W2792597551 hasConcept C12843 @default.
• W2792597551 hasConcept C134306372 @default.
• W2792597551 hasConcept C136886441 @default.
• W2792597551 hasConcept C138885662 @default.
• W2792597551 hasConcept C144024400 @default.
• W2792597551 hasConcept C19165224 @default.
• W2792597551 hasConcept C200331156 @default.
• W2792597551 hasConcept C202444582 @default.
• W2792597551 hasConcept C2777969054 @default.
• W2792597551 hasConcept C2777979628 @default.
• W2792597551 hasConcept C2780310539 @default.
• W2792597551 hasConcept C28826006 @default.
• W2792597551 hasConcept C33676613 @default.
• W2792597551 hasConcept C33923547 @default.
• W2792597551 hasConcept C41895202 @default.
• W2792597551 hasConcept C53622353 @default.
• W2792597551 hasConcept C62520636 @default.
• W2792597551 hasConcept C82706917 @default.
• W2792597551 hasConceptScore W2792597551C121332964 @default.
• W2792597551 hasConceptScore W2792597551C12843 @default.
• W2792597551 hasConceptScore W2792597551C134306372 @default.
• W2792597551 hasConceptScore W2792597551C136886441 @default.
• W2792597551 hasConceptScore W2792597551C138885662 @default.
• W2792597551 hasConceptScore W2792597551C144024400 @default.
• W2792597551 hasConceptScore W2792597551C19165224 @default.
• W2792597551 hasConceptScore W2792597551C200331156 @default.
• W2792597551 hasConceptScore W2792597551C202444582 @default.
• W2792597551 hasConceptScore W2792597551C2777969054 @default.
• W2792597551 hasConceptScore W2792597551C2777979628 @default.
• W2792597551 hasConceptScore W2792597551C2780310539 @default.
• W2792597551 hasConceptScore W2792597551C28826006 @default.
• W2792597551 hasConceptScore W2792597551C33676613 @default.
• W2792597551 hasConceptScore W2792597551C33923547 @default.
• W2792597551 hasConceptScore W2792597551C41895202 @default.
• W2792597551 hasConceptScore W2792597551C53622353 @default.
• W2792597551 hasConceptScore W2792597551C62520636 @default.
• W2792597551 hasConceptScore W2792597551C82706917 @default.
• W2792597551 hasLocation W27925975511 @default.
• W2792597551 hasOpenAccess W2792597551 @default.
• W2792597551 hasPrimaryLocation W27925975511 @default.

• next