@prefix p: <http://www.wikidata.org/prop/> .
@prefix rdfs: <http://www.w3.org/2000/01/rdf-schema#> .
@prefix schema1: <http://schema.org/> .
@prefix skos: <http://www.w3.org/2004/02/skos/core#> .
@prefix wd: <http://www.wikidata.org/entity/> .
@prefix wds: <http://www.wikidata.org/entity/statement/> .
@prefix wdt: <http://www.wikidata.org/prop/direct/> .
@prefix wdtn: <http://www.wikidata.org/prop/direct-normalized/> .
@prefix wikibase: <http://wikiba.se/ontology#> .
@prefix xsd: <http://www.w3.org/2001/XMLSchema#> .

wd:Q209306 rdfs:label "هندسة زائدية"@ar,
        "xeometría hiperbólica"@ast,
        "Lobaçevski həndəsəsi"@az,
        "хиперболична геометрия"@bg,
        "পরাবৃত্তীয় জ্যামিতি"@bn,
        "geometria hiperbòlica"@ca,
        "hyperbolická geometrie"@cs,
        "Лобачевски геометрийĕ"@cv,
        "geometreg hyperbolig"@cy,
        "hyperbolisk geometri"@da,
        "hyperbolische Geometrie"@de,
        "υπερβολική γεωμετρία"@el,
        "hyperbolic geometry"@en,
        "hiperbola geometrio"@eo,
        "geometría hiperbólica"@es,
        "geometria hiperboliko"@eu,
        "هندسه هذلولوی"@fa,
        "hyperbolinen geometria"@fi,
        "géométrie hyperbolique"@fr,
        "céimseata hipearbóileach"@ga,
        "die hyperbolischi Geometrii"@gsw,
        "גאומטריה היפרבולית"@he,
        "hiperbolikus geometria"@hu,
        "հիպերբոլիկ երկրաչափություն"@hy,
        "չափազանցական երկրաչափութիւն"@hyw,
        "geometria hyperbolic"@ia,
        "geometri hiperbolik"@id,
        "hiperbolala geometrio"@io,
        "geometria iperbolica"@it,
        "双曲幾何学"@ja,
        "ჰიპერბოლური გეომეტრია"@ka,
        "쌍곡기하학"@ko,
        "geometria hyperbolica"@la,
        "jeometria iperbolal"@lfn,
        "hiperbolinė geometrija"@lt,
        "hiperboliskā ģeometrija"@lv,
        "хиперболична геометрија"@mk,
        "hyperbolsk geometri"@nb,
        "hyperbolische meetkunde"@nl,
        "hyperbolsk geometri"@nn,
        "Лобачевскийы геометри"@os,
        "geometria hiperboliczna"@pl,
        "geometria hiperbólica"@pt,
        "geometria hiperbólica"@pt-br,
        "geometrie hiperbolică"@ro,
        "геометрия Лобачевского"@ru,
        "hiperbolička geometrija"@sh,
        "hiperbolična geometrija"@sl,
        "gjeometria e llobacevskit"@sq,
        "хиперболичка геометрија"@sr,
        "хиперболичка геометрија"@sr-ec,
        "hiperbolička geometrija"@sr-el,
        "hyperbolisk geometri"@sv,
        "குவிபிறை வடிவியல்"@ta,
        "ҳандасаи Лобачевский"@tg,
        "เรขาคณิตเชิงไฮเพอร์โบลา"@th,
        "hiperbolik geometri"@tr,
        "гіперболічна геометрія"@uk,
        "Lobachevskiy geometriyasi"@uz,
        "hình học hyperbol"@vi,
        "双曲几何"@wuu,
        "雙曲幾何"@yue,
        "雙曲幾何"@zh,
        "双曲几何"@zh-cn,
        "双曲几何"@zh-hans,
        "雙曲幾何"@zh-hant,
        "雙曲幾何"@zh-hk,
        "双曲几何"@zh-sg,
        "雙曲幾何"@zh-tw ;
    schema1:dateModified "2026-09-05T05:11:37+00:00"^^xsd:dateTime ;
    schema1:description "فرع من الهندسة اللاإقليدية"@ar,
        "nicht euklidische Geometrie, für die das hyperbolische Axiom gilt"@de,
        "type of non-Euclidean geometry"@en,
        "speco de neeŭklida geometrio"@eo,
        "geometria ez-euklidearra, non, zuzen bat eta zuzenetik kanpo puntu bat emanik, puntutik zuzenaren infinitu paralelo pasatzen diren."@eu,
        "geometrian osa-alue"@fi,
        "géométrie non euclidienne, dans laquelle il existe une infinité de droites parallèles passant par un point"@fr,
        "תורה גאומטרית לא אוקלידית"@he,
        "geometri non-Euclidean"@id,
        "particolare geometria non euclidea"@it,
        "負の曲率を持つ曲がった空間における幾何学"@ja,
        "dział geometrii nieeuklidesowej"@pl,
        "estudo de espaço curvo, não euclidiano"@pt,
        "geometrie neeuclidiană, în care există o infinitate de linii paralele care trec printr-un punct"@ro,
        "альтернативная форма геометрии"@ru,
        "hình học phi Euclide"@vi,
        "非歐幾里德幾何的一種特例"@zh,
        "非欧几里德几何的一种特例"@zh-hans ;
    schema1:version 2540368558 ;
    wikibase:identifiers 34 ;
    wikibase:sitelinks 48 ;
    wikibase:statements 52 ;
    skos:altLabel "الهندسة القطعية الزائدية"@ar,
        "هندسة قطعية"@ar,
        "هندسة لوباتشيفسكي"@ar,
        "هندسة هذلولية"@ar,
        "Lobačevského geometrie"@cs,
        "Lobatschewskische Geometrie"@de,
        "Lobačevskijsche Geometrie"@de,
        "Bolyai-Lobachevskian geometry"@en,
        "Lobachevskian geometry"@en,
        "geometria hiperbolica"@es,
        "geometria hiperbólica"@es,
        "geometría hiperbolica"@es,
        "هندسه لباچفسکئی"@fa,
        "هندسه لباچفسکی"@fa,
        "هندسهٔ هذلولوی"@fa,
        "Hyberbolinen geometria"@fi,
        "géométrie de Lobatchevski"@fr,
        "גיאומטריה היפרבולית"@he,
        "geometria della sella"@it,
        "geometria di Lobachevsky"@it,
        "geometrie iperboliche"@it,
        "modelli di geometria iperbolica"@it,
        "postulato iperbolico"@it,
        "ボヤイ・ロバチェフスキー幾何学"@ja,
        "ロバチェフスキー幾何学"@ja,
        "双曲平面"@ja,
        "쌍곡 기하학"@ko,
        "Lobačevskio geometrija"@lt,
        "Lobačevska ģeometrija"@lv,
        "Лобачевскиева геометрија"@mk,
        "geometria Łobaczewskiego"@pl,
        "Geometria hiperbolică"@ro,
        "гиперболическая геометрия"@ru,
        "Bolyai-Lobačevskijeva geometrija"@sl,
        "Geometrija Lobačevskega"@sl,
        "Геометрија Лобачевског"@sr,
        "Хиперболична геометрија"@sr,
        "геометрія Бояї-Лобачевського"@uk,
        "Lobachevskiy Geometriyasi"@uz,
        "hình học Bolyai - Lobachevsky"@vi,
        "hình học Lobasevski"@vi,
        "羅巴切夫斯基空間"@zh,
        "羅氏幾何"@zh,
        "羅氏空間"@zh,
        "雙曲面幾何"@zh,
        "罗巴切夫斯基几何"@zh-hans,
        "罗氏几何"@zh-hans ;
    p:P10 wds:Q209306-e44ddd7a-4df9-c8c0-e359-493464297313 ;
    p:P10283 wds:Q209306-1A2DA586-AB86-4874-8EF1-FD7939DDEC79 ;
    p:P1036 wds:Q209306-5f323244-4891-56b4-ac83-cb07a18600c2 ;
    p:P10376 wds:Q209306-5e0adba0-47ba-4b1b-82e5-ac94c7c7f0e5 ;
    p:P1051 wds:Q209306-E485182C-5EB9-40E3-9C19-542D955CA3DC ;
    p:P10565 wds:Q209306-3393244B-77B2-4364-A151-31EAB2946A4D ;
    p:P11514 wds:Q209306-088E2A36-F8E8-4C9B-A2B6-433439A27D50 ;
    p:P1343 wds:Q209306-1ac408c8-38a8-40a7-8ead-adb6895f203f,
        wds:Q209306-9548db48-25c6-4042-8b01-f6671f691b94 ;
    p:P13591 wds:Q209306-A4DA1215-ADCA-46A8-9441-4CAD7E6C8A45 ;
    p:P1368 wds:Q209306-20220d3e-4af6-264b-7ed5-ef055d6eb1b9 ;
    p:P138 wds:Q209306-259409bc-4df3-aa6a-0a70-7fd7f67c2338,
        wds:Q209306-79bafa67-47d0-416d-9e6d-11e386156dda ;
    p:P1417 wds:Q209306-8D90C374-F048-44BD-821C-68DB5AD52871 ;
    p:P14541 wds:Q209306-455EA3B6-B5A9-46A8-994A-9F9C9186C35D ;
    p:P1482 wds:Q209306-8e8bcd05-4835-3aa0-b331-1837f1185775,
        wds:Q209306-fabe6c28-4174-1a83-3e10-c855ae70c671 ;
    p:P18 wds:Q209306-f6474c24-402b-d5af-cbed-b952dff8cbae ;
    p:P227 wds:Q209306-753a8766-4bfe-289d-6df5-7f431751adfb ;
    p:P244 wds:Q209306-95BBB17D-BB7D-4EAD-94BB-0184F8642451 ;
    p:P268 wds:Q209306-fa9f72f8-9698-4d0b-a79c-30b4f8c5ba23 ;
    p:P279 wds:q209306-a6d077b1-4295-4985-46f1-e5f3ba1c3937 ;
    p:P2812 wds:Q209306-05fba295-4e94-3203-ca0a-09d1414e5680,
        wds:Q209306-D52DC9D6-5610-416D-9BE9-3F80CE290F41 ;
    p:P2924 wds:Q209306-6f8012d9-43c3-4b0f-3f40-887e8d04b0a4 ;
    p:P31 wds:Q209306-45ec31d5-4e1c-c1af-2aba-206c175827a8 ;
    p:P3417 wds:Q209306-BCA4824B-46F3-4E3B-8F4B-CAC4449C65F2 ;
    p:P361 wds:Q209306-2f810d7f-4edf-899d-1051-1b69eb2a1f47 ;
    p:P373 wds:q209306-F524AD9A-402A-431D-9813-6FC204FE0820 ;
    p:P3827 wds:Q209306-4B9FB8BB-A1AC-4355-8704-3A699BEFAE86 ;
    p:P3847 wds:Q209306-f9d3ec86-455a-8c78-3231-92f5bc9f9883 ;
    p:P4215 wds:Q209306-190FB615-18BE-4010-893C-D7F09846859A ;
    p:P4342 wds:Q209306-BA78A639-DB5D-42EC-9B8C-38638D656842 ;
    p:P4746 wds:Q209306-A306063E-0CFF-4960-8DF2-21C9B4771C48 ;
    p:P4839 wds:Q209306-C1369E38-9352-42A4-91D9-1823518CEA4E ;
    p:P508 wds:q209306-379C6DB6-1A90-4D14-BE97-8DD2C5CD283A ;
    p:P5555 wds:Q209306-d7feb136-45b7-d979-a9c6-56fbb7798758 ;
    p:P61 wds:Q209306-0874eb1c-4338-cde8-4862-b0eefc140922,
        wds:Q209306-33b751c0-46a8-6ae3-8133-0bf9c083df94 ;
    p:P6104 wds:Q209306-839472DD-1BB2-4716-9712-8FEDBF34CC01 ;
    p:P6366 wds:Q209306-4BD252CB-61D6-4074-8E76-A040192D728C ;
    p:P646 wds:Q209306-15789916-2C88-4DE5-B2F4-67E909122BFB ;
    p:P6477 wds:Q209306-f64fb179-43f2-5985-b24c-51c303877f6e ;
    p:P6564 wds:Q209306-1063d08f-4050-e8f1-2a94-9ee4feebe9e1 ;
    p:P691 wds:Q209306-60065B72-2B7D-435D-B5D0-40E0026E77B6 ;
    p:P7305 wds:Q209306-C73B4961-6445-4154-9696-D48FEFAF7F06 ;
    p:P7554 wds:Q209306-0bff0225-4e27-5d81-86a9-1f8c3d0082d8,
        wds:Q209306-6aa11715-4fbc-5ebb-139d-51138c8c5031 ;
    p:P8189 wds:Q209306-28A0A85E-D938-4CF7-A1FE-C8AC101FA5DD ;
    p:P8313 wds:Q209306-2cb86e2b-4a35-7f6c-904c-5af894c986b6 ;
    p:P910 wds:Q209306-3D40872D-B829-4EE5-82C3-BC5E5AEB227C ;
    p:P9621 wds:Q209306-2a841545-4712-961a-96fe-45f95fd54391 ;
    wdtn:P227 <https://d-nb.info/gnd/4161041-6> ;
    wdtn:P244 <http://id.loc.gov/authorities/names/sh85054149> ;
    wdtn:P268 <http://data.bnf.fr/ark:/12148/cb12065206h#about> ;
    wdtn:P508 <http://purl.org/bncf/tid/33769> ;
    wdtn:P6366 <https://makg.org/entity/206352148> ;
    wdt:P10 <http://commons.wikimedia.org/wiki/Special:FilePath/%287%2C3%29-hyperboloid-tiling.webm> ;
    wdt:P10283 "C206352148" ;
    wdt:P1036 "516.9" ;
    wdt:P10376 "mathematics/hyperbolic-geometry" ;
    wdt:P1051 "7315" ;
    wdt:P10565 "318395" ;
    wdt:P11514 "geometriia-lobachevskogo-e31833" ;
    wdt:P1343 wd:Q20078554 ;
    wdt:P13591 "concept/026b93f2-a62c-4c07-bb78-b9480f177a39" ;
    wdt:P1368 "000142143" ;
    wdt:P138 wd:Q129199,
        wd:Q16924 ;
    wdt:P1417 "science/hyperbolic-geometry" ;
    wdt:P14541 "mDTWE" ;
    wdt:P1482 <https://math.stackexchange.com/tags/hyperbolic-geometry>,
        <https://mathoverflow.net/tags/hyperbolic-geometry> ;
    wdt:P18 <http://commons.wikimedia.org/wiki/Special:FilePath/The%20modular%20group%20PSL%202%28Z%29.svg> ;
    wdt:P227 "4161041-6" ;
    wdt:P244 "sh85054149" ;
    wdt:P268 "12065206h" ;
    wdt:P279 wd:Q233858 ;
    wdt:P2812 "Gauss-Bolyai-LobachevskySpace",
        "HyperbolicGeometry" ;
    wdt:P2924 "2177061" ;
    wdt:P31 wd:Q1936384 ;
    wdt:P3417 "Hyperbolic-Geometry" ;
    wdt:P361 wd:Q233858 ;
    wdt:P373 "Hyperbolic geometry" ;
    wdt:P3827 "hyperbolic-geometry" ;
    wdt:P3847 "hyperbolic_geometry" ;
    wdt:P4215 "hyperbolic geometry" ;
    wdt:P4342 "hyperbolsk_geometri" ;
    wdt:P4746 "138320" ;
    wdt:P4839 "Entity[\"Concept\", \"HyperbolicGeometry::2752v\"]" ;
    wdt:P508 "33769" ;
    wdt:P5555 <http://commons.wikimedia.org/wiki/Special:FilePath/Hiperbolik%20geometri%20uc%20toplama.png> ;
    wdt:P61 wd:Q129199,
        wd:Q16924 ;
    wdt:P6104 wd:Q8487137 ;
    wdt:P6366 "206352148" ;
    wdt:P646 "/m/01k06b" ;
    wdt:P6477 wd:Q207014 ;
    wdt:P6564 "hyperbolic-geometry" ;
    wdt:P691 "ph257174" ;
    wdt:P7305 "3904960" ;
    wdt:P7554 "Hyperbolic_geometry",
        "Lobachevskii_geometry" ;
    wdt:P8189 "987007565328305171" ;
    wdt:P8313 "hyperbolsk_geometri" ;
    wdt:P910 wd:Q7413888 ;
    wdt:P9621 "geometria-iperbolica" .

