group
군론,group_theory
=군론,group_theory =,group_theory . 군론 group_theory
{
group_theory
Group_theory
Group_theory
Sub:
combinatorial_group_theory
Up:
군,group
이론,theory
분야
추상대수,abstract_algebra
?
} // group theory ....
군론
group theory
군론
group theory
Sub:
호모토피군,homotopy_group
Contents
1
.
Sub
1.1
.
trivial group / zero group
1.2
.
additive group
1.3
.
multiplicative group 곱셈군
1.4
.
Lie group 리 군
1.5
.
가환군 commutative grup = 아벨 군 abelian group
1.6
.
ADDHERE new group
1.7
.
ADDHERE new group
1.8
.
ADDHERE new group
1.9
.
ADDHERE new group
1.10
.
ADDHERE new group
1.11
.
ADDHERE new group
1.12
.
ADDHERE new group
1.13
.
ADDHERE new group
1.14
.
ADDHERE new group
2
.
MKL
[
edit
]
1
.
Sub
¶
[
edit
]
1.1
.
trivial group / zero group
¶
trivial_group = zero_group (we)
trivial_group 의 한 예가 zero_group (MW)
https://mathworld.wolfram.com/TrivialGroup.html
https://mathworld.wolfram.com/ZeroGroup.html
https://en.wikipedia.org/wiki/Trivial_group
cmp:
trivial_monoid
trivial_ring
Up:
영,zero
trivial group zero group
[
edit
]
1.2
.
additive group
¶
https://mathworld.wolfram.com/AdditiveGroup.html
module
,
abstract_vector_space
s,
대수,algebra
는 모두
additive groups
.
덧셈,addition
additive_group
Additive_group
additive group
additive group
?
[
edit
]
1.3
.
multiplicative group 곱셈군
¶
곱셈군
multiplicative group
곱셈군,multiplicative_group
— curr at
프로덕트,product?action=highlight&value=multiplicative_group
[
edit
]
1.4
.
Lie group 리 군
¶
리_군,Lie_group
=리_군,Lie_group =,Lie_group . 리_군 Lie_group
Lie group
리 군
//mw
{
매끄러운다양체,smooth_manifold
}
MKL
리_대수,Lie_algebra
Lie_group
=
https://en.wiktionary.org/wiki/Lie_group
{
Up(Hyper):
topological_group
...
topological_group
=
http://en.wiktionary.org/wiki/topological_group
Sub(Hypo):
circle_group
...
circle_group
=
http://en.wiktionary.org/wiki/circle_group
Moebius_group
...
Moebius_group
=
http://en.wiktionary.org/wiki/Moebius_group
}
https://mathworld.wolfram.com/LieGroup.html
https://mathworld.wolfram.com/Lie-TypeGroup.html
리 군
=
https://namu.wiki/w/리 군
수학백과: 리 군
(https://terms.naver.com/entry.naver?docId=6512715&cid=60207&categoryId=60207)
Lie_group
=
https://en.wikipedia.org/wiki/Lie_group
리_군
=
https://ko.wikipedia.org/wiki/리_군
https://everything2.com/title/lie group
(very long)
https://ncatlab.org/nlab/show/Lie group
https://encyclopediaofmath.org/wiki/Lie_group
/// cf.
{
https://encyclopediaofmath.org/wiki/Lie_group,_local
-
local analytic group
// analytic_group
https://encyclopediaofmath.org/wiki/Lie_transformation_group
https://encyclopediaofmath.org/wiki/Lie_group,_p-adic
https://encyclopediaofmath.org/wiki/Lie_group,_semi-simple
https://encyclopediaofmath.org/wiki/Lie_group,_compact
}
Up:
군,group
Lie group
Lie group
Lie group
Lie+group
[
edit
]
1.5
.
가환군 commutative grup = 아벨 군 abelian group
¶
가환군,commutative_group
아벨_군,abelian_group
[
edit
]
1.6
.
ADDHERE new group
¶
[
edit
]
1.7
.
ADDHERE new group
¶
[
edit
]
1.8
.
ADDHERE new group
¶
[
edit
]
1.9
.
ADDHERE new group
¶
[
edit
]
1.10
.
ADDHERE new group
¶
[
edit
]
1.11
.
ADDHERE new group
¶
[
edit
]
1.12
.
ADDHERE new group
¶
[
edit
]
1.13
.
ADDHERE new group
¶
[
edit
]
1.14
.
ADDHERE new group
¶
[
edit
]
2
.
MKL
¶
마그마,magma
그루포이드,groupoid
- curr at
마그마,magma
모노이드,monoid
환,ring
체,field
module (
가군,module
모듈,module
) - curr at
추상대수,abstract_algebra
에서 algebraic_structure 편집중인 곳
군
Up:
추상대수,abstract_algebra
>
대수구조,algebraic_structure
Retrieved from http://www.red-ruby.com/wiki/wiki.php/군,group
last modified 2024-02-18 12:49:31