Matches in DBpedia 2016-04 for { <http://wikidata.dbpedia.org/resource/Q564831> ?p ?o }
Showing triples 1 to 88 of
88
with 100 triples per page.
- Q564831 subject Q6547526.
- Q564831 subject Q6563428.
- Q564831 subject Q7037409.
- Q564831 subject Q7037520.
- Q564831 subject Q8126185.
- Q564831 abstract "László Fejes Tóth (Hungarian: Fejes Tóth László, pronounced [ˈfɛjɛʃ ˈtoːt ˈlaːsloː] Szeged, 12 March 1915 – Budapest, 17 March 2005) was a Hungarian mathematician who specialized in geometry. He proved that a lattice pattern is the most efficient way to pack centrally symmetric convex sets on the Euclidean plane (a generalization of Thue's theorem, a 2-dimensional analog of the Kepler conjecture). He also investigated the sphere packing problem. He was the first to show, in 1953, that proof of the Kepler conjecture can be reduced to a finite case analysis and, later, that the problem might be solved using a computer.He was a member of the Hungarian Academy of Sciences (from 1962) and a director of the Alfréd Rényi Institute of Mathematics (1970-1983). He received both the Kossuth Prize (1957) and State Award (1973).Together with H.S.M. Coxeter and Paul Erdős, he laid the foundations of discrete geometry.".
- Q564831 thumbnail László_Fejes_Tóth-1991-Head_shot.png?width=300.
- Q564831 wikiPageExternalLink 08.html.
- Q564831 wikiPageExternalLink detail.html.
- Q564831 wikiPageExternalLink fejes.h.shtml.
- Q564831 wikiPageExternalLink 358109.
- Q564831 wikiPageWikiLink Q100188.
- Q564831 wikiPageWikiLink Q1023978.
- Q564831 wikiPageWikiLink Q1037840.
- Q564831 wikiPageWikiLink Q10561955.
- Q564831 wikiPageWikiLink Q1067471.
- Q564831 wikiPageWikiLink Q1096885.
- Q564831 wikiPageWikiLink Q1115639.
- Q564831 wikiPageWikiLink Q1234054.
- Q564831 wikiPageWikiLink Q124425.
- Q564831 wikiPageWikiLink Q12507.
- Q564831 wikiPageWikiLink Q129916.
- Q564831 wikiPageWikiLink Q1301832.
- Q564831 wikiPageWikiLink Q1397.
- Q564831 wikiPageWikiLink Q1398901.
- Q564831 wikiPageWikiLink Q1466519.
- Q564831 wikiPageWikiLink Q160003.
- Q564831 wikiPageWikiLink Q160398.
- Q564831 wikiPageWikiLink Q170790.
- Q564831 wikiPageWikiLink Q17127780.
- Q564831 wikiPageWikiLink Q172937.
- Q564831 wikiPageWikiLink Q173746.
- Q564831 wikiPageWikiLink Q176916.
- Q564831 wikiPageWikiLink Q1781.
- Q564831 wikiPageWikiLink Q178296.
- Q564831 wikiPageWikiLink Q178818.
- Q564831 wikiPageWikiLink Q188444.
- Q564831 wikiPageWikiLink Q188745.
- Q564831 wikiPageWikiLink Q188884.
- Q564831 wikiPageWikiLink Q193657.
- Q564831 wikiPageWikiLink Q210207.
- Q564831 wikiPageWikiLink Q214856.
- Q564831 wikiPageWikiLink Q265058.
- Q564831 wikiPageWikiLink Q2667573.
- Q564831 wikiPageWikiLink Q27265.
- Q564831 wikiPageWikiLink Q2745944.
- Q564831 wikiPageWikiLink Q28.
- Q564831 wikiPageWikiLink Q2833.
- Q564831 wikiPageWikiLink Q29539.
- Q564831 wikiPageWikiLink Q331481.
- Q564831 wikiPageWikiLink Q332648.
- Q564831 wikiPageWikiLink Q34713.
- Q564831 wikiPageWikiLink Q364575.
- Q564831 wikiPageWikiLink Q390287.
- Q564831 wikiPageWikiLink Q43788.
- Q564831 wikiPageWikiLink Q451079.
- Q564831 wikiPageWikiLink Q4723914.
- Q564831 wikiPageWikiLink Q473227.
- Q564831 wikiPageWikiLink Q49116.
- Q564831 wikiPageWikiLink Q5121501.
- Q564831 wikiPageWikiLink Q600847.
- Q564831 wikiPageWikiLink Q606815.
- Q564831 wikiPageWikiLink Q637399.
- Q564831 wikiPageWikiLink Q6453256.
- Q564831 wikiPageWikiLink Q6547526.
- Q564831 wikiPageWikiLink Q6563428.
- Q564831 wikiPageWikiLink Q6722.
- Q564831 wikiPageWikiLink Q7037409.
- Q564831 wikiPageWikiLink Q7037520.
- Q564831 wikiPageWikiLink Q714886.
- Q564831 wikiPageWikiLink Q747980.
- Q564831 wikiPageWikiLink Q8008390.
- Q564831 wikiPageWikiLink Q8087.
- Q564831 wikiPageWikiLink Q8126185.
- Q564831 wikiPageWikiLink Q812880.
- Q564831 wikiPageWikiLink Q81581.
- Q564831 wikiPageWikiLink Q846862.
- Q564831 wikiPageWikiLink Q874709.
- Q564831 wikiPageWikiLink Q8963.
- Q564831 wikiPageWikiLink Q900117.
- Q564831 wikiPageWikiLink Q906377.
- Q564831 wikiPageWikiLink Q9299950.
- Q564831 wikiPageWikiLink Q963663.
- Q564831 wikiPageWikiLink Q966873.
- Q564831 type Thing.
- Q564831 comment "László Fejes Tóth (Hungarian: Fejes Tóth László, pronounced [ˈfɛjɛʃ ˈtoːt ˈlaːsloː] Szeged, 12 March 1915 – Budapest, 17 March 2005) was a Hungarian mathematician who specialized in geometry. He proved that a lattice pattern is the most efficient way to pack centrally symmetric convex sets on the Euclidean plane (a generalization of Thue's theorem, a 2-dimensional analog of the Kepler conjecture). He also investigated the sphere packing problem.".
- Q564831 label "László Fejes Tóth".
- Q564831 depiction László_Fejes_Tóth-1991-Head_shot.png.