FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W2963507907> ?p ?o ?g. }

• W2963507907 abstract "Given an imaginary quadratic extension $K$ of $mathbb{Q}$, we give a classification of the maximal nonelementary subgroups of the Picard modular group $operatorname{PSU}_{1,2}(mathcal{O}_K)$ preserving a complex geodesic in the complex hyperbolic plane $mathbb{H}^2_mathbb{C}$. Complementing work of Holzapfel, Chinburg-Stover and Moller-Toledo, we show that these maximal $mathbb{C}$-Fuchsian subgroups are arithmetic, arising from a quaternion algebra $Big(!begin{array}{c} D,,D_Khlinemathbb{Q}end{array} !Big)$ for some explicit $Dinmathbb{N}-{0}$ and $D_K$ the discriminant of $K$. We thus prove the existence of infinitely many orbits of $K$-arithmetic chains in the hypersphere of $mathbb{P}_2(mathbb{C})$." @default.
• W2963507907 created "2019-07-30" @default.
• W2963507907 creator A5007467218 @default.
• W2963507907 creator A5022800506 @default.
• W2963507907 date "2017-09-22" @default.
• W2963507907 modified "2023-09-24" @default.
• W2963507907 title "A classification of $mathbb{C}$-Fuchsian subgroups of Picard modular groups" @default.
• W2963507907 cites W1565171775 @default.
• W2963507907 cites W1568953172 @default.
• W2963507907 cites W1580817973 @default.
• W2963507907 cites W1964327775 @default.
• W2963507907 cites W1999922056 @default.
• W2963507907 cites W2012328627 @default.
• W2963507907 cites W2024283190 @default.
• W2963507907 cites W2036602120 @default.
• W2963507907 cites W2040433365 @default.
• W2963507907 cites W2046952634 @default.
• W2963507907 cites W2072892822 @default.
• W2963507907 cites W2085314278 @default.
• W2963507907 cites W2134086356 @default.
• W2963507907 cites W2316776642 @default.
• W2963507907 cites W2318416414 @default.
• W2963507907 cites W2795963767 @default.
• W2963507907 cites W2950825613 @default.
• W2963507907 cites W3098796147 @default.
• W2963507907 cites W3105945745 @default.
• W2963507907 cites W3177249230 @default.
• W2963507907 cites W406171554 @default.
• W2963507907 cites W606969185 @default.
• W2963507907 cites W621842361 @default.
• W2963507907 doi "https://doi.org/10.7146/math.scand.a-26128" @default.
• W2963507907 hasPublicationYear "2017" @default.
• W2963507907 type Work @default.
• W2963507907 sameAs 2963507907 @default.
• W2963507907 citedByCount "4" @default.
• W2963507907 countsByYear W29635079072015 @default.
• W2963507907 countsByYear W29635079072019 @default.
• W2963507907 countsByYear W29635079072021 @default.
• W2963507907 crossrefType "journal-article" @default.
• W2963507907 hasAuthorship W2963507907A5007467218 @default.
• W2963507907 hasAuthorship W2963507907A5022800506 @default.
• W2963507907 hasBestOaLocation W29635079073 @default.
• W2963507907 hasConcept C114614502 @default.
• W2963507907 hasConcept C136119220 @default.
• W2963507907 hasConcept C154945302 @default.
• W2963507907 hasConcept C165818556 @default.
• W2963507907 hasConcept C178790620 @default.
• W2963507907 hasConcept C185592680 @default.
• W2963507907 hasConcept C200127275 @default.
• W2963507907 hasConcept C202444582 @default.
• W2963507907 hasConcept C2524010 @default.
• W2963507907 hasConcept C2776562905 @default.
• W2963507907 hasConcept C2777283802 @default.
• W2963507907 hasConcept C2781311116 @default.
• W2963507907 hasConcept C3019300132 @default.
• W2963507907 hasConcept C33923547 @default.
• W2963507907 hasConcept C41008148 @default.
• W2963507907 hasConcept C75764964 @default.
• W2963507907 hasConcept C78397625 @default.
• W2963507907 hasConceptScore W2963507907C114614502 @default.
• W2963507907 hasConceptScore W2963507907C136119220 @default.
• W2963507907 hasConceptScore W2963507907C154945302 @default.
• W2963507907 hasConceptScore W2963507907C165818556 @default.
• W2963507907 hasConceptScore W2963507907C178790620 @default.
• W2963507907 hasConceptScore W2963507907C185592680 @default.
• W2963507907 hasConceptScore W2963507907C200127275 @default.
• W2963507907 hasConceptScore W2963507907C202444582 @default.
• W2963507907 hasConceptScore W2963507907C2524010 @default.
• W2963507907 hasConceptScore W2963507907C2776562905 @default.
• W2963507907 hasConceptScore W2963507907C2777283802 @default.
• W2963507907 hasConceptScore W2963507907C2781311116 @default.
• W2963507907 hasConceptScore W2963507907C3019300132 @default.
• W2963507907 hasConceptScore W2963507907C33923547 @default.
• W2963507907 hasConceptScore W2963507907C41008148 @default.
• W2963507907 hasConceptScore W2963507907C75764964 @default.
• W2963507907 hasConceptScore W2963507907C78397625 @default.
• W2963507907 hasLocation W29635079071 @default.
• W2963507907 hasLocation W29635079072 @default.
• W2963507907 hasLocation W29635079073 @default.
• W2963507907 hasOpenAccess W2963507907 @default.
• W2963507907 hasPrimaryLocation W29635079071 @default.
• W2963507907 hasRelatedWork W1583907005 @default.
• W2963507907 hasRelatedWork W1750806420 @default.
• W2963507907 hasRelatedWork W1966874812 @default.
• W2963507907 hasRelatedWork W1991066697 @default.
• W2963507907 hasRelatedWork W2037143219 @default.
• W2963507907 hasRelatedWork W2079048718 @default.
• W2963507907 hasRelatedWork W2086751333 @default.
• W2963507907 hasRelatedWork W2153746594 @default.
• W2963507907 hasRelatedWork W2158904572 @default.
• W2963507907 hasRelatedWork W269436577 @default.
• W2963507907 hasRelatedWork W2760680194 @default.
• W2963507907 hasRelatedWork W2890980336 @default.
• W2963507907 hasRelatedWork W2904592945 @default.
• W2963507907 hasRelatedWork W2962864446 @default.
• W2963507907 hasRelatedWork W2999071215 @default.
• W2963507907 hasRelatedWork W3015158118 @default.
• W2963507907 hasRelatedWork W3092691645 @default.
• W2963507907 hasRelatedWork W3123918618 @default.
• W2963507907 hasRelatedWork W3135382646 @default.

• next