rdfs: label
ar
be
bg
ca
cs
de
de-ch
en
en-ca
en-gb
eo
es
fa
fr
gl
he
hu
id
it
ja
ko
lb
lzh
mk
my
nb
nl
pl
pt
pt-br
ro
ru
sl
sv
th
tr
uk
vi
yue
zh
zh-cn
zh-hans
zh-hant
zh-hk
zh-sg
zh-tw
"Número p-ádico"@pt-br
"P-adic number"@en-ca
"P-adic number"@en-gb
"P-adische Zahl"@de-ch
"P-adisk tall"@nb
"P-adiska tal"@sv
"P-адично число"@bg
"P-адычны лік"@be
"P進数"@ja
"P進數"@yue
"P進數"@zh
"Số p-adic"@vi
"bilangan p-adic"@id
"liczby p-adyczne"@pl
"nombre p-adique"@fr
"nombre p-àdic"@ca
"numero p-adico"@it
"număr p-adic"@ro
"número p-ádico"@es
"número p-ádico"@gl
"número p-ádico"@pt
"p-adesch Zuel"@lb
"p-adic number"@en
"p-adické číslo"@cs
"p-adikus számok"@hu
"p-adisch getal"@nl
"p-adische Zahl"@de
"p-adično število"@sl
"p-sel sayı"@tr
"p-uma nombro"@eo
"p-адичен број"@mk
"p-адическое число"@ru
"p-адичне число"@uk
"p-အခြေခံကိန်း"@my
"p进数"@zh-cn
"p进数"@zh-hans
"p进数"@zh-hant
"p进数"@zh-hk
"p进数"@zh-sg
"p进数"@zh-tw
"p진수"@ko
"מספר p-אדי"@he
"عدد أولياني"@ar
"عدد پی-ادیک"@fa
"จำนวนพี-เอดิก"@th
"進數"@lzh
skos: altLabel
ar
ca
de
en
es
fr
he
id
it
ja
ko
ru
sv
uk
zh
"P-adisk"@sv
"P-进数"@zh
"P-進数"@ja
"P-進數"@zh
"P进整数"@zh
"P進体"@ja
"P진 정수"@ko
"Q p"@ru
"bilangan rasional p-adic"@id
"enter p-àdic"@ca
"enters p-àdics"@ca
"nombres p-adiques"@fr
"nombres p-àdics"@ca
"numeri p-adice"@it
"numeri p-adici"@it
"numero p adico"@es
"numero p ádico"@es
"numero p-adico"@es
"numero p-ádico"@es
"número p adico"@es
"número p ádico"@es
"número p-adico"@es
"p-adic rational number"@en
"p-adisch"@de
"p-adische Zahlen"@de
"p-àdic"@ca
"p-àdics"@ca
"p-адические числа"@ru
"p-адичні числа"@uk
"p進數"@zh
"מספר P אדי"@he
"מספר פיאדי"@he
"عدد تقاربي بتردد p"@ar
"局部数域"@zh
schema: description
de
en
fr
gl
he
hu
id
it
pl
sv
"Insieme numerico"@it
"Sistem bilangan untuk bilangan prima yang memperluas aritmatika biasa dari bilangan rasional dengan cara berbeda dari perluasan sistem bilangan rasional ke sistem bilangan real dan kompleks"@id
"Un sistema numérico para un p primo que estende a aritmética ordinaria dos números racionais dun xeito diferente da extensión do sistema numérico racional aos sistemas numéricos reais e complexos."@gl
"Zahl, die sich in einer Potenzreihe zu einer Primzahl darstellen lässt"@de
"extension du corps des rationnels"@fr
"matematiskt begrepp"@sv
"number system for a prime p which extends the ordinary arithmetic of the rational numbers in a different way from the extension of the rational number system to the real and complex number systems"@en
"rodzina rozszerzeń liczb wymiernych"@pl
"számelmélet"@hu
"סוג מספר"@he
schema: dateModified
"2026-10-13T08:28:12+00:00"^^xsd:dateTime
schema: version
2556524739
wikibase: identifiers
17
wikibase: sitelinks
32
wikibase: statements
28
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wd: statement/Q311627-72FE202D-6A8E-4E77-88A4-048980FA4123
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wd: statement/Q311627-C5AE571A-72B0-4BFE-BC31-C9C7CA926872
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wd: statement/Q311627-68B891D1-8101-4864-AEC1-AD87540F03C4
p: P1552
wd: statement/Q311627-57c75128-49e7-4206-8c1d-d979b3d0575a
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p: P1889
wd: statement/Q311627-493166f2-478f-b50f-164d-a43accdd713b
wd: statement/Q311627-a13a50ed-4cc0-64d3-33e3-44453aec3e3f
p: P227
wd: statement/Q311627-dc4dd5b0-efd5-4a11-970b-2f386ac00398
p: P244
wd: statement/Q311627-5d82f2e4-98f7-4965-ac3c-a0bbe68951a4
p: P2579
wd: statement/Q311627-8311cd14-4ecf-4d6e-3e9b-1d45b1c1ad68
p: P268
wd: statement/Q311627-1abfae12-4f66-4d88-a517-309f6b88b100
p: P279
wd: statement/Q311627-7c17bcb2-43a6-1344-e422-3377e6af3c4b
wd: statement/Q311627-bb446243-4df5-3018-ce69-be3b689ce18b
p: P2812
wd: statement/Q311627-5B247C87-1842-47C7-861E-CD954640AF49
p: P31
wd: statement/Q311627-8faec0d2-454c-6eea-d360-89fc513400dd
p: P3219
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p: P3847
wd: statement/Q311627-5fe0eae8-48c6-1504-a7a6-b84142df96c5
p: P4215
wd: statement/Q311627-1C9CDCC1-46A6-4ECF-92B8-5083A4DE9876
p: P508
wd: statement/Q311627-6473EDC8-B17F-40E2-9078-D8B76B1303F9
p: P6104
wd: statement/Q311627-64CA06BD-FE41-43B4-8EC8-89FB8617666E
p: P6366
wd: statement/Q311627-1D56EFC8-6EC3-4210-A63B-20A2C5B50A76
p: P646
wd: statement/Q311627-7B1E427F-6D95-47AB-8735-88A97C54F2AF
p: P7554
wd: statement/Q311627-bf680c24-43d7-da96-73f1-2258e8f75666
p: P8189
wd: statement/Q311627-7E26371A-7DDE-4141-A4C7-C218C5118338
p: P910
wd: statement/Q311627-20251f7f-4711-cee4-0eb2-b46f9e55dbb0
p: P9621
wd: statement/Q311627-6d320f69-4ef0-1ea7-3a6d-1dd9ef4ef342
p: direct-normalized/P227
<https://d-nb.info/gnd/4044292-5>
p: direct-normalized/P244
<http://id.loc.gov/authorities/names/sh85096402>
p: direct-normalized/P268
<http://data.bnf.fr/ark:/12148/cb12266608w#about>
p: direct-normalized/P508
<http://purl.org/bncf/tid/69790>
p: direct-normalized/P6366
<https://makg.org/entity/76704360>
wdt: P1036
"512.74"
wdt: P13591
"concept/8ebaeaf2-0929-444e-9bde-a95b7984113a"
wdt: P1417
"topic/p-adic-completion-of-the-rational-numbers"
wdt: P14534
"Padic"
wdt: P1552
wd: Q18470053
wd: Q4008396
wdt: P1889
wd: Q11756524
wd: Q68026154
wdt: P227
"4044292-5"
wdt: P244
"sh85096402"
wdt: P2579
wd: Q2845236
wdt: P268
"12266608w"
wdt: P279
wd: Q11563
wd: Q379825
wdt: P2812
"p-adicNumber"
wdt: P31
wd: Q47460393
wdt: P3219
"nombres-theorie-des-nombres-p-adiques"
wdt: P373
"P-adic numbers"
wdt: P3847
"p-adic_numbers"
wdt: P4215
"p-adic number"
wdt: P508
"69790"
wdt: P6104
wd: Q8487137
wdt: P6366
"76704360"
wdt: P646
"/m/0dklf"
wdt: P7554
"P-adic_number"
wdt: P8189
"987007555720905171"
wdt: P910
wd: Q30846334
wdt: P9621
"numeri-p-adici-insieme-dei"