SHMARQL
Docs
Query
Entity
Story editor
Schur complement
<http:/
/
www.wikidata.org/
entity/
Q1778169>
tool in linear algebra and matrix analysis
rdfs:
label
ca
de
en
es
fr
it
ja
ko
pl
pt
pt-br
ro
ru
sl
uk
zh
zh-hans
zh-hant
zh-hk
"Complement de Schur"
@ca
"Schur complement"
@en
"Schurkomplement"
@de
"Schurov komplement"
@sl
"Uzupełnienie Schura"
@pl
"complement Schur"
@ro
"complemento de Schur"
@es
"complemento de Schur"
@pt
"complemento de Schur"
@pt-br
"complemento di Schur"
@it
"complément de Schur"
@fr
"Доповнення Шура"
@uk
"Дополнение Шура"
@ru
"シューア補行列"
@ja
"舒尔补"
@zh
"舒尔补"
@zh-hans
"舒爾補"
@zh-hant
"舒爾補"
@zh-hk
"슈어 보수행렬"
@ko
skos:
alt
Label
de
ja
"Schur-Komplement"
@de
"シューアの補行列"
@ja
schema:
description
ca
de
en
ja
ro
uk
"matriu matemàtica"
@ca
"obiect matematic în algebra liniară"
@ro
"tool in linear algebra and matrix analysis"
@en
"von einer Blockmatrix induzierte Matrix"
@de
"термін у лінійній алгебрі"
@uk
"数値解析 (特に数値線形代数) や統計学、行列解析の分野での主要な道具"
@ja
schema:
date
Modified
"2026-11-07T09:35:30+00:00"
^^xsd:dateTime
schema:
version
2565833256
wikibase:
identifiers
3
wikibase:
sitelinks
13
wikibase:
statements
8
p:
P10283
wd:
statement/Q1778169-0B82297B-C732-4A1E-8CB4-880DCDE6136F
p:
P138
wd:
statement/Q1778169-b21acd17-4c99-216a-a6bc-590d798d7098
p:
P2534
wd:
statement/Q1778169-28ae5056-47f5-ace3-e78d-96d6093e5c31
p:
P279
wd:
statement/Q1778169-466DF6F2-6C9D-449B-8150-32B715C93FB0
p:
P31
wd:
statement/Q1778169-6ad833b4-4987-f69e-dcbc-88d33c314e2c
p:
P6104
wd:
statement/Q1778169-67F76CD8-55B1-4919-BF66-BB4E66933AE2
p:
P6366
wd:
statement/Q1778169-4CC28A1C-DC70-40C2-94FD-DBECD21A7F4F
p:
P646
wd:
statement/Q1778169-D28B6572-A1F0-487D-97B0-1D5015860459
p:
direct-
normalized/
P6366
<https:/
/
makg.org/
entity/
2731191>
wdt:
P10283
"C2731191"
wdt:
P138
Issai Schur
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"><mi>S</mi><mo stretchy="false">=</mo><mi>D</mi><mo stretchy="false">−</mo><mi>C</mi><msup><mi>A</mi><mrow data-mjx-texclass="ORD"><mrow data-mjx-texclass="ORD"><mo stretchy="false">−</mo><mn>1</mn></mrow></mrow></msup><mi>B</mi></mstyle></mrow></math>"
^^http://www.w3.org/1998/Math/MathML
wdt:
P279
square matrix
wdt:
P31
formula
wdt:
P6104
WikiProject Mathematics
wdt:
P6366
"2731191"
wdt:
P646
"/m/020myr"
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