Matches in DBpedia 2014 for { <http://dbpedia.org/resource/First_Hurwitz_triplet> ?p ?o. }
Showing items 1 to 21 of
21
with 100 items per page.
- First_Hurwitz_triplet abstract "In the mathematical theory of Riemann surfaces, the first Hurwitz triplet is a triple of distinct Hurwitz surfaces with the identical automorphism group of the lowest possible genus, namely 14 (genera 3 and 7 each admit a unique Hurwitz surface, respectively the Klein quartic and the Macbeath surface). The explanation for this phenomenon is arithmetic. Namely, in the ring of integers of the appropriate number field, the rational prime 13 splits as a product of three distinct prime ideals. The principal congruence subgroups defined by the triplet of primes produce Fuchsian groups corresponding to the triplet of Riemann surfaces.".
- First_Hurwitz_triplet wikiPageID "13622736".
- First_Hurwitz_triplet wikiPageRevisionID "582702365".
- First_Hurwitz_triplet hasPhotoCollection First_Hurwitz_triplet.
- First_Hurwitz_triplet subject Category:Differential_geometry_of_surfaces.
- First_Hurwitz_triplet subject Category:Riemann_surfaces.
- First_Hurwitz_triplet subject Category:Systolic_geometry.
- First_Hurwitz_triplet type Artifact100021939.
- First_Hurwitz_triplet type Object100002684.
- First_Hurwitz_triplet type PhysicalEntity100001930.
- First_Hurwitz_triplet type RiemannSurfaces.
- First_Hurwitz_triplet type Surface104362025.
- First_Hurwitz_triplet type Whole100003553.
- First_Hurwitz_triplet comment "In the mathematical theory of Riemann surfaces, the first Hurwitz triplet is a triple of distinct Hurwitz surfaces with the identical automorphism group of the lowest possible genus, namely 14 (genera 3 and 7 each admit a unique Hurwitz surface, respectively the Klein quartic and the Macbeath surface). The explanation for this phenomenon is arithmetic. Namely, in the ring of integers of the appropriate number field, the rational prime 13 splits as a product of three distinct prime ideals.".
- First_Hurwitz_triplet label "First Hurwitz triplet".
- First_Hurwitz_triplet sameAs m.03cc44r.
- First_Hurwitz_triplet sameAs Q5453087.
- First_Hurwitz_triplet sameAs Q5453087.
- First_Hurwitz_triplet sameAs First_Hurwitz_triplet.
- First_Hurwitz_triplet wasDerivedFrom First_Hurwitz_triplet?oldid=582702365.
- First_Hurwitz_triplet isPrimaryTopicOf First_Hurwitz_triplet.