|
rdfs:label
|
"Elipsn"@bar
"Ellips"@lb
"Ellipse"@de
"Ellipse"@gsw
"aglay"@kab
"denderende"@sn
"duaradufu"@sw
"elips"@ms
"elips"@tr
"elips"@id
"elips"@cy
"elips"@frr
"elips"@ht
"elips"@jv
"elipsa"@cs
"elipsa"@bs
"elipsa"@hr
"elipsa"@pl
"elipsa"@sh
"elipsa"@sk
"elipsa"@sl
"elipse"@lv
"elipse"@pt-br
"elipse"@war
"elipse"@eu
"elipse"@es
"elipse"@gl
"elipse"@pt
"elipse"@ast
"elipsi"@sq
"elipso"@tl
"elipso"@eo
"elipso"@io
"elipsă"@ro
"elipsė"@lt
"eliss"@pms
"ellips"@sv
"ellips"@et
"ellips"@nl
"ellips"@uz
"ellips"@af
"ellips"@az
"ellipsa"@oc
"ellipse"@da
"ellipse"@nb
"ellipse"@nn
"ellipse"@en
"ellipse"@fr
"ellipse"@ia
"ellipsi"@fi
"ellipsis"@la
"ellipss"@sms
"ellipszis"@hu
"ellisse"@it
"ellissi"@scn
"el·lipse"@ca
"elíp"@vi
"ełise"@vec
"kuheldâlâšjuurbâs"@smn
"lump'u"@qu
"okokkee"@om
"ovála"@se
"qabaal"@so
"sporbaugur"@is
"tiō-uòng"@cdo
"tn̂g-ko-îⁿ"@nan
"éilips"@ga
"έλλειψη"@el
"байзо"@tg
"елипса"@mk
"елипса"@rue
"елипса"@bg
"елипса"@sr
"елипса"@sr-ec
"еліпс"@uk
"эллипс"@kk
"эллипс"@ky
"эллипс"@ru
"эллипс"@ba
"эллипс"@cv
"эліпс"@be
"эліпс"@be-tarask
"էլիպս"@hy
"אליפסה"@he
"ايليڤس"@ms-arab
"بڕگەی ناتەواو"@ckb
"بیضہ"@ur
"بیضی"@fa
"قطع ناقص"@ar
"दीर्घवृत्त"@mag
"दीर्घवृत्त"@hi
"लंबवर्तुळ"@mr
"উপবৃত্ত"@bn
"நீள்வட்டம்"@ta
"ದೀರ್ಘವೃತ್ತ"@kn
"วงรี"@th
"ელიფსი"@ka
"ሞላላ"@am
"អេលីប"@km
"ἔλλειψις"@grc
"椭圆"@zh
"楕円"@ja
"橢圓"@lzh
"橢圓"@wuu
"橢圓"@yue
"橢圓"@zh-hant
"橢圓"@zh-hk
"타원"@ko
|
|
skos:altLabel
|
"El.Lipse"@ca
"Elipse"@sh
"Ellipse"@bar
"Ellipse"@ur
"Ellipsenzirkel"@de
"Elliptic"@ia
"Elliptisk"@nb
"El·lipses"@ca
"El·líptic"@ca
"El·líptiques"@ca
"El•lipse"@ca
"Eŀlipse"@ca
"Hauptscheitel"@de
"Lunp’u"@qu
"Mala polos"@sl
"Mala poluos"@hr
"Nebenscheitel"@de
"Oval"@tr
"Pakrog"@sl
"Semiassi maggiuri"@scn
"Velika polos"@sl
"Velika poluos"@hr
"curva eliptica"@es
"curva elíptica"@es
"elip"@vi
"eliptica"@es
"eliptico"@es
"ellips"@smn
"ellipsa"@is
"ellipse"@vi
"elliptisch"@de
"ellittica"@it
"elípse"@pt
"elíptica"@es
"elípticas"@pt
"elíptico"@es
"hình e-líp"@vi
"hình elip"@vi
"kuhendâlâšjuurbâs"@smn
"kuʹǩesnallšemkruugg"@sms
"ovaal"@sms
"ovaali"@fi
"oval"@id
"soikea"@fi
"soikio"@fi
"sporaskja"@is
"sporbraut"@is
"ê-líp"@vi
"êlíp"@vi
"đường elip"@vi
"байзӣ"@tg
"ציר משני"@he
"إهليجي"@ar
"إهليلج"@ar
"إهليلجي"@ar
"القطع الناقص"@ar
"اهليلج"@ar
"اهليلجي"@ar
"நீள் வட்டம்"@ta
"⬬"@fa
"⬭"@en
"⬭"@fa
"⬭"@sr
"⬭"@sr-ec
"⬭"@tg
"だ円"@ja
"半短径"@ja
"半短軸"@ja
"半長径"@ja
"半長軸"@ja
"楕円形"@ja
"橢圓"@zh
"橢圓形"@zh
"短径"@ja
"短軸"@ja
"長径"@ja
"長軸"@ja
|
|
schema:description
|
"corba tancada i plana"@ca
"courbe plane fermée"@fr
"curva cerrada y plana"@es
"curva piana"@it
"druh kuželosečky"@cs
"e gschlossnigi owali geometrischi Kurve"@gsw
"geschlossene ovale Kurve"@de
"görbe"@hu
"jenis lengkung pada suatu bidang"@id
"lukket oval kurve"@da
"lukket oval kurve"@nb
"mathematical curve on a plane"@sco
"plankúrfa: keiluskurður er aflangur lokaður ferill sem er einn af keilusniðunum"@is
"rodzaj krzywej płaskiej definiowany różnie, m.in. przez płaskie przekroje stożka"@pl
"suljettu toisen asteen käyrä"@fi
"tip de curbă plană închisă"@ro
"tipo de curva em um plano"@pt
"tipo de curva em um plano"@pt-br
"type of curve on a plane, a type of conic section"@en
"wiskunde"@nl
"γεωμετρικός τόπος των σημείων με σταθερό άθροισμα αποστάσεων από δύο σταθερά σημεία"@el
"врста криве на равни"@sr
"врста криве на равни"@sr-ec
"кривая второго порядка"@ru
"צורה גיאומטרית"@he
"شكل مغلق بسيط مستو، وهو أحد القطوع المخروطية الثلاثة المعروفة"@ar
"شكل مغلق بسيط مستو، وهو أحد القطوع المخروطية الثلاثة المعروفة"@ary
"شکل هندسی"@fa
"ज्यामिति में दो नाभियों और निश्चित दूरी योग वाला एक अंडाकार बंद वक्र"@hi
"समतल पर वक्रके प्रकार"@mag
"圓錐曲線,平面上到兩個固定點的距離之和為常數的點之軌跡"@zh
"平面図形の1つ、円錐曲線の1つ"@ja
"원의 정사영"@ko
|
|
schema:dateModified
|
"2026-09-01T13:33:19+00:00"^^xsd:dateTime
|
|
schema:version
|
2539068912
|
|
wikibase:identifiers
|
39
|
|
wikibase:sitelinks
|
104
|
|
wikibase:statements
|
74
|
|
p:P1014
|
wd:statement/Q40112-91A1C859-70F5-4174-BFE1-ED0812E01A69
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|
p:P10283
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wd:statement/Q40112-57268E7A-1090-401B-85B4-2DB30412F46F
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|
p:P1036
|
wd:statement/Q40112-CF882443-18A7-4400-A97D-3CE9E768BB6E
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|
p:P10707
|
wd:statement/Q40112-91e06be9-44e6-73cd-3015-7e45591cd020
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|
p:P11408
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wd:statement/Q40112-c31455af-2201-46cd-9d15-d36405f552d8
|
|
p:P11493
|
wd:statement/Q40112-11E7A606-34EB-47DE-9808-9CB580BE6605
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|
p:P11514
|
wd:statement/Q40112-BAA689D2-A10E-4ADC-BC79-9AE47F51F83D
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|
p:P12385
|
wd:statement/Q40112-0a59c3da-d63b-4eb5-a8a4-6f3fdfd70459
|
|
p:P1245
|
wd:statement/Q40112-8DA4C818-AD80-43AB-BE1C-99FDBE2FCCAA
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|
p:P1256
|
wd:statement/Q40112-EE9ED017-C388-4BD3-BB7A-5B1B048CC86B
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|
p:P12800
|
wd:statement/Q40112-495C8463-E992-4F1F-9DBE-17081E92156B
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|
p:P1296
|
wd:statement/Q40112-9FC91191-EA12-47B1-9D32-07B9C2113C7F
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|
p:P1343
|
wd:statement/Q40112-040c44e7-4982-a0cf-b977-e6f44ccbd452
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|
wd:statement/Q40112-056af66b-bacb-4b1b-a612-ca5a70fac82a
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|
wd:statement/Q40112-10794B91-81F0-4996-8B8B-31701C6F5AFD
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|
wd:statement/Q40112-2D06CBD8-8C63-4BA9-91A7-B8C75E9884B7
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|
wd:statement/Q40112-36df03d4-4e24-c0a5-c6cb-c13f97b72aa1
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|
wd:statement/Q40112-9e126ddf-4016-bfe8-9b98-70b32f450544
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|
wd:statement/Q40112-c50e7394-4664-8ddf-a4bb-453163b9c5b6
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|
wd:statement/Q40112-f272bbb6-4f98-9a39-11d1-072971e0c047
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|
p:P13591
|
wd:statement/Q40112-AFCED3E7-8B7B-418C-94AA-BE605ADD7288
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|
p:P13772
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wd:statement/Q40112-5079EAC0-0557-4D03-BFDF-9D2C1C46E16A
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|
p:P1417
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wd:statement/Q40112-E45861C8-D4A1-4347-95F3-121E3780D8AB
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|
p:P1552
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wd:statement/Q40112-3b617c09-443f-6753-749d-fe190151503b
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|
wd:statement/Q40112-a2aea9fa-4c09-cd6f-3d57-9ce587a25281
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|
wd:statement/Q40112-b8735036-4cc1-e726-7f87-7968816ba34a
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|
wd:statement/Q40112-dfb7ae70-421f-7d48-5e86-66d0df3f4d74
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|
p:P18
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wd:statement/Q40112-31242b92-4bd8-7bb6-b94f-f449b51cf097
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wd:statement/Q40112-586bd7bf-4287-2576-b6b8-3c909295da98
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|
wd:statement/Q40112-c3a1692b-4bdb-0759-834b-a5e5dfe9834c
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p:P1889
|
wd:statement/Q40112-481D9526-04AA-42F1-B31D-0580D4149BA4
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|
wd:statement/Q40112-53c2f0bb-45e0-bb7a-3a9e-aef026bf99ca
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|
p:P227
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wd:statement/Q40112-18AD51BA-E308-4D65-A290-249133D01068
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|
p:P2347
|
wd:statement/Q40112-1D7268E0-68E7-4BAB-8F3C-C5357E23F1A9
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|
p:P244
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wd:statement/Q40112-B9A09DC4-491A-4584-99CA-DCD3983A4439
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|
p:P2534
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wd:statement/Q40112-622547e5-4ae0-811f-9cb8-55d8b863e37d
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|
p:P2581
|
wd:statement/Q40112-052F28EB-0CA6-49BF-9407-0EC13B6D71E8
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|
p:P268
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wd:statement/Q40112-59b44627-6a60-4350-9344-27e3f8a1c16a
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|
p:P279
|
wd:statement/Q40112-0bbb371c-44a7-5919-9187-022737e69734
|
|
wd:statement/Q40112-3c52343d-4367-97aa-d14d-65199b6a621b
|
|
wd:statement/Q40112-6ef2b4fb-498a-249d-1e38-26d1a29a1001
|
|
wd:statement/Q40112-93fc259f-4459-1298-f826-2650938e28e3
|
|
wd:statement/Q40112-c07c3bfe-4422-75fe-3428-9ffa8a2cac56
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|
wd:statement/Q40112-d70c3518-4b17-6b52-959a-097cbdc3f627
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|
wd:statement/Q40112-ea48e277-4ee7-5ba7-f26a-460d10d9a705
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|
p:P2812
|
wd:statement/Q40112-B680E01F-1D61-4EE6-9A91-E8024F21AE11
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|
p:P2924
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wd:statement/Q40112-8BCF9F43-0BF7-442E-A9EE-C0E8305618C4
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|
p:P3553
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wd:statement/Q40112-EADECFAD-2AF5-4DB5-8B71-C96558D47AD7
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|
p:P3569
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wd:statement/Q40112-087B4D69-D3E6-4138-856F-ECC667E912CE
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|
p:P361
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wd:statement/Q40112-1c43932d-4506-8905-2c1b-a93ae8624c79
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|
wd:statement/Q40112-ae3a40b8-4648-7200-4ec2-a67d54bf4525
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|
p:P373
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wd:statement/q40112-916CEC0C-5670-431B-9573-8357C5232404
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|
p:P4342
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wd:statement/Q40112-14091f0f-4fe4-d7d8-a8e5-519d800f2f83
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|
p:P443
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wd:statement/Q40112-5fc52599-458a-3a91-c54f-86577929b8f9
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wd:statement/Q40112-fb4788fa-d8b2-49dd-967c-414897183b48
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p:P487
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wd:statement/Q40112-40a28991-4494-d057-d983-8e6762d1a807
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p:P5008
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wd:statement/Q40112-5426E311-C6FB-44EB-BA40-12EE9F3D961D
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p:P508
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wd:statement/Q40112-C39BAD3E-3955-4748-BC1E-4C726E4E601A
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p:P6058
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wd:statement/Q40112-2b6289fa-4c48-d78b-31b5-81c7c6a02a82
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wd:statement/Q40112-4e454c5a-43c9-5ab5-1dec-366437484981
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p:P6104
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wd:statement/Q40112-1A91697A-A895-45CB-B912-94A47A17D130
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p:P6366
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wd:statement/Q40112-5EC7B9EC-5F74-4CE1-9E64-E831F57D59E1
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p:P646
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wd:statement/Q40112-FE633F84-58D0-4123-AFE9-DCD813E0F6C9
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p:P6573
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wd:statement/Q40112-5D829E12-950A-44DA-9BDD-9A23FCCD27BA
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p:P6781
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wd:statement/Q40112-0be062f5-4594-d482-65b0-899958deb83f
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p:P7033
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wd:statement/Q40112-2C42EA92-6A26-42FA-AB3F-27DCB04FFC41
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p:P7305
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wd:statement/Q40112-82291E1B-1FE1-404F-8949-D6F337D13A15
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p:P8189
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wd:statement/Q40112-14A417C3-AB85-4111-8B83-AE1BD34685B5
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|
p:P8408
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wd:statement/Q40112-F82A5ED5-BDF2-4824-BF94-358D920A7A32
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p:P8519
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wd:statement/Q40112-2545f0f1-6ae7-4dda-94e6-aa923f77e5de
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|
p:P8814
|
wd:statement/Q40112-2FE11F9D-74C5-4968-A465-6CC2DC347AC3
|
|
p:P8834
|
wd:statement/Q40112-29ec5e4d-4f8d-6b2e-b24e-6468379cf01c
|
|
p:P910
|
wd:statement/Q40112-F7C96CB3-6A14-4D31-9E43-C9BE229DB94D
|
|
p:P935
|
wd:statement/Q40112-D001EDC6-706A-471C-A2C5-CCD1168BBEBE
|
|
p:direct-normalized/P1014
|
aat:300055630
|
|
p:direct-normalized/P11493
|
<https://data.biblissima.fr/entity/Q320838>
|
|
p:direct-normalized/P1256
|
<http://iconclass.org/49D371>
|
|
p:direct-normalized/P227
|
<https://d-nb.info/gnd/4194779-4>
|
|
p:direct-normalized/P2347
|
<http://www.yso.fi/onto/yso/p8377>
|
|
p:direct-normalized/P244
|
<http://id.loc.gov/authorities/names/sh85042604>
|
|
p:direct-normalized/P2581
|
<http://babelnet.org/rdf/s00030406n>
|
|
p:direct-normalized/P268
|
<http://data.bnf.fr/ark:/12148/cb11981967h#about>
|
|
p:direct-normalized/P508
|
<http://purl.org/bncf/tid/19758>
|
|
p:direct-normalized/P6366
|
<https://makg.org/entity/74261601>
|
|
p:direct-normalized/P7033
|
<http://vocabulary.curriculum.edu.au/scot/4289>
|
|
p:direct-normalized/P8408
|
<http://kbpedia.org/kko/rc/Ellipse>
|
|
p:direct-normalized/P8519
|
<https://data.rkd.nl/thesau/81032>
|
|
p:direct-normalized/P8814
|
<http://wordnet-rdf.princeton.edu/rdf/id/13900945-n>
|
|
wdt:P1014
|
"300055630"
|
|
wdt:P10283
|
"C74261601"
|
|
wdt:P1036
|
"516.152"
|
|
wdt:P10707
|
"228700"
|
|
wdt:P11408
|
"楕円"
|
|
wdt:P11493
|
"Q320838"
|
|
wdt:P11514
|
"ellips-23d33e"
|
|
wdt:P12385
|
"ellipse"
|
|
wdt:P1245
|
"666318"
|
|
wdt:P1256
|
"49D371"
|
|
wdt:P12800
|
"fr:Ellipse"
|
|
wdt:P1296
|
"0100770"
|
|
wdt:P1343
|
Small Brockhaus and Efron Encyclopedic Dictionary
|
|
Explanatory Dictionary of the Living Great Russian Language
|
|
Great Soviet Encyclopedia (1926–1947)
|
|
Otto's encyclopedia
|
|
Brockhaus and Efron Encyclopedic Dictionary
|
|
Small Soviet Encyclopedia
|
|
Ellipse
|
|
Encyclopædia Britannica 11th edition
|
|
wdt:P13591
|
"concept/6ef5413b-e06b-453d-9057-13ba783e4a80"
|
|
wdt:P13772
|
"ellipse"
|
|
wdt:P1417
|
"topic/ellipse"
|
|
wdt:P1552
|
eccentricity
|
|
plane area
|
|
flatness
|
|
perimeter
|
|
wdt:P18
|
<http://commons.wikimedia.org/wiki/Special:FilePath/Ellipse.svg>
|
|
wdt:P1889
|
Ellipse
|
|
ellipsis
|
|
wdt:P227
|
"4194779-4"
|
|
wdt:P2347
|
"8377"
|
|
wdt:P244
|
"sh85042604"
|
|
wdt:P2534
|
"<math class="mwe-math-element mwe-math-element-inline" xmlns="http://www.w3.org/1998/Math/MathML"><mrow data-mjx-texclass="ORD"><mstyle displaystyle="true" scriptlevel="0"><msup><mrow data-mjx-texclass="INNER"><mo data-mjx-texclass="OPEN">(</mo><mrow data-mjx-texclass="ORD"><mfrac><mrow data-mjx-texclass="ORD"><mi>x</mi></mrow><mrow data-mjx-texclass="ORD"><mi>a</mi></mrow></mfrac></mrow><mo data-mjx-texclass="CLOSE">)</mo></mrow><mrow data-mjx-texclass="ORD"><mn>2</mn></mrow></msup><mo stretchy="false">+</mo><msup><mrow data-mjx-texclass="INNER"><mo data-mjx-texclass="OPEN">(</mo><mrow data-mjx-texclass="ORD"><mfrac><mrow data-mjx-texclass="ORD"><mi>y</mi></mrow><mrow data-mjx-texclass="ORD"><mi>b</mi></mrow></mfrac></mrow><mo data-mjx-texclass="CLOSE">)</mo></mrow><mrow data-mjx-texclass="ORD"><mn>2</mn></mrow></msup><mo stretchy="false">=</mo><mn>1</mn></mstyle></mrow></math>"^^http://www.w3.org/1998/Math/MathML
|
|
wdt:P2581
|
"00030406n"
|
|
wdt:P268
|
"11981967h"
|
|
wdt:P279
|
hypotrochoid
|
|
conic section
|
|
n-ellipse
|
|
cartesian oval
|
|
Lissajous curve
|
|
non-degenerate conic section
|
|
superellipse
|
|
wdt:P2812
|
"Ellipse"
|
|
wdt:P3553
|
"19571294"
|
|
wdt:P3569
|
"wiskunde/ellips"
|
|
wdt:P361
|
conic section
|
|
ellipsoid
|
|
wdt:P373
|
"Ellipses"
|
|
wdt:P4342
|
"ellipse_-_matematikk"
|
|
wdt:P443
|
<http://commons.wikimedia.org/wiki/Special:FilePath/De-Ellipse.ogg>
|
|
<http://commons.wikimedia.org/wiki/Special:FilePath/LL-Q1571%20%28mar%29-Vj18081991-%E0%A4%B2%E0%A4%82%E0%A4%AC%E0%A4%B5%E0%A4%B0%E0%A5%8D%E0%A4%A4%E0%A5%81%E0%A4%B3.wav>
|
|
wdt:P487
|
"⬭"
|
|
wdt:P5008
|
Wikipedia:Vital articles/Level/4
|
|
wdt:P508
|
"19758"
|
|
wdt:P6058
|
"divers/ellipse/46413"
|
|
"images/Définition_de_lellipse_par_foyer_et_directrice/1012265"
|
|
wdt:P6104
|
WikiProject Mathematics
|
|
wdt:P6366
|
"74261601"
|
|
wdt:P646
|
"/m/02jll"
|
|
wdt:P6573
|
"Ellipse"
|
|
wdt:P6781
|
"Definition:Ellipse"
|
|
wdt:P7033
|
"scot/4289"
|
|
wdt:P7305
|
"3897552"
|
|
wdt:P8189
|
"987007540845005171"
|
|
wdt:P8408
|
"Ellipse"
|
|
wdt:P8519
|
"81032"
|
|
wdt:P8814
|
"13900945-n"
|
|
wdt:P8834
|
"ellipse"
|
|
wdt:P910
|
Category:Ellipses
|
|
wdt:P935
|
"Ellipses"
|