]>
2020-05-26T20:57:53+00:00
Subgroup having a left transversal that is also a right transversal
0
en
Term
2012-11-26T00:51:23Z
2456257.5356829
Subgroup having a left transversal that is also a right transversal
0
1
table
2
[[Defining ingredient::Subgroup having a left transversal that is also a right transversal]]
Subgroup having a left transversal that is also a right transversal
0
2
table
5
[[Fact about:: <q>[[Page::Subgroup having a left transversal that is also a right transversal]] [[Number::1]]</q> ]]
Subgroup having a left transversal that is also a right transversal
0
2
table
3
[[Fact about.Page::Subgroup having a left transversal that is also a right transversal]]
Subgroup having a left transversal that is also a right transversal
0
1
table
2
[[Survey article about::Subgroup having a left transversal that is also a right transversal]]
Subgroup having a left transversal that is also a right transversal
0
2
list
3
[[Survey article about.Defining ingredient::Subgroup having a left transversal that is also a right transversal]]
Subgroup having a left transversal that is also a right transversal
0
1
list
2
[[Analogue of::Subgroup having a left transversal that is also a right transversal]]
Subgroup having a left transversal that is also a right transversal
0
1
list
2
[[Variation of::Subgroup having a left transversal that is also a right transversal]]
Subgroup having a left transversal that is also a right transversal
0
1
list
2
[[Opposite of::Subgroup having a left transversal that is also a right transversal]]
Subgroup having a left transversal that is also a right transversal
0
2
list
4
[[Fact about.Page::Subgroup having a left transversal that is also a right transversal]] [[Category:Subgroup property implications]]
Subgroup having a left transversal that is also a right transversal
0
2
list
4
[[Fact about.Page::Subgroup having a left transversal that is also a right transversal]] [[Category:Subgroup property non-implications]]
Subgroup having a left transversal that is also a right transversal
0
2
list
4
[[Fact about.Page::Subgroup having a left transversal that is also a right transversal]] [[Category:Subgroup metaproperty satisfactions]]
Subgroup having a left transversal that is also a right transversal
0
2
list
4
[[Fact about.Page::Subgroup having a left transversal that is also a right transversal]] [[Category:Subgroup metaproperty dissatisfactions]]
Subgroup having a left transversal that is also a right transversal
0
2
list
4
[[Fact about.Page::Subgroup having a left transversal that is also a right transversal]] [[Category:Subgroup property satisfactions]]
Subgroup having a left transversal that is also a right transversal
0
2
list
4
[[Fact about.Page::Subgroup having a left transversal that is also a right transversal]] [[Category:Subgroup property dissatisfactions]]
Subgroup having a left transversal that is also a right transversal
0
1
table
2
[[Uses property satisfaction of::Subgroup having a left transversal that is also a right transversal]]
Subgroup having a left transversal that is also a right transversal
0
1
table
2
[[Proves property satisfaction of::Subgroup having a left transversal that is also a right transversal]]
Subgroup having a left transversal that is also a right transversal
0
1
list
4
[[Stronger than::Subgroup having a left transversal that is also a right transversal]] [[Weaker than::Subgroup of finite group]]
Subgroup having a left transversal that is also a right transversal
0
1
broadtable
4
[[Stronger than::Subgroup having a left transversal that is also a right transversal]] [[Weaker than::Subgroup of finite group]]
Subgroup having a left transversal that is also a right transversal
0
1
list
4
[[Stronger than::Subgroup having a left transversal that is also a right transversal]] [[Weaker than::Subgroup of finite index]]
Subgroup having a left transversal that is also a right transversal
0
1
broadtable
4
[[Stronger than::Subgroup having a left transversal that is also a right transversal]] [[Weaker than::Subgroup of finite index]]
Subgroup having a left transversal that is also a right transversal
0
1
list
4
[[Stronger than::Subgroup having a left transversal that is also a right transversal]] [[Weaker than::Normal subgroup]]
Subgroup having a left transversal that is also a right transversal
0
1
broadtable
4
[[Stronger than::Subgroup having a left transversal that is also a right transversal]] [[Weaker than::Normal subgroup]]
Subgroup having a left transversal that is also a right transversal
0
1
list
4
[[Stronger than::Subgroup having a left transversal that is also a right transversal]] [[Weaker than::Permutably complemented subgroup]]
Subgroup having a left transversal that is also a right transversal
0
1
broadtable
4
[[Stronger than::Subgroup having a left transversal that is also a right transversal]] [[Weaker than::Permutably complemented subgroup]]
Subgroup having a left transversal that is also a right transversal
0
1
list
4
[[Stronger than::Subgroup having a left transversal that is also a right transversal]] [[Weaker than::Retract]]
Subgroup having a left transversal that is also a right transversal
0
1
broadtable
4
[[Stronger than::Subgroup having a left transversal that is also a right transversal]] [[Weaker than::Retract]]
Subgroup having a left transversal that is also a right transversal
0
1
list
4
[[Stronger than::Subgroup having a left transversal that is also a right transversal]] [[Weaker than::Subgroup having a symmetric transversal]]
Subgroup having a left transversal that is also a right transversal
0
1
broadtable
4
[[Stronger than::Subgroup having a left transversal that is also a right transversal]] [[Weaker than::Subgroup having a symmetric transversal]]
Subgroup having a left transversal that is also a right transversal
0
1
list
4
[[Stronger than::Subgroup having a left transversal that is also a right transversal]] [[Weaker than::Subgroup having a 1-closed transversal]]
Subgroup having a left transversal that is also a right transversal
0
1
broadtable
4
[[Stronger than::Subgroup having a left transversal that is also a right transversal]] [[Weaker than::Subgroup having a 1-closed transversal]]
Subgroup having a left transversal that is also a right transversal
0
1
list
4
[[Stronger than::Subgroup having a left transversal that is also a right transversal]] [[Weaker than::Subgroup having a transversal comprising involutions]]
Subgroup having a left transversal that is also a right transversal
0
1
broadtable
4
[[Stronger than::Subgroup having a left transversal that is also a right transversal]] [[Weaker than::Subgroup having a transversal comprising involutions]]
Subgroup having a left transversal that is also a right transversal
0
1
list
2
[[Satisfies metaproperty::Trim subgroup property]]
Subgroup having a left transversal that is also a right transversal
0
1
list
2
[[Satisfies metaproperty::Trivially true subgroup property]]
Subgroup having a left transversal that is also a right transversal
0
1
list
2
[[Satisfies metaproperty::Identity-true subgroup property]]
Subgroup having a left transversal that is also a right transversal
0
1
list
4
[[Variation of::Subgroup having a left transversal that is also a right transversal]] [[Satisfies metaproperty::Intermediate subgroup condition]]
Subgroup having a left transversal that is also a right transversal
0
1
list
4
[[Variation of::Subgroup having a left transversal that is also a right transversal]] [[Dissatisfies metaproperty::Intermediate subgroup condition]]
Subgroup having a left transversal that is also a right transversal
0
1
list
2
[[Satisfies metaproperty::Intermediate subgroup condition]]
Subgroup having a left transversal that is also a right transversal
0
2
list
3
[[Fact about.Page::Intermediate subgroup condition]]
Subgroup having a left transversal that is also a right transversal
Subgroup of finite index has a left transversal that is also a right transversal
0
en
Subgroup of finite index has a left transversal that is also a right transversal
Subgroup of finite group has a left transversal that is also a right transversal
0
en
Subgroup of finite group has a left transversal that is also a right transversal
0
Subgroup of finite index has a left transversal that is also a right transversal#Subgroup having a left transversal that is also a right transversal;2
0
Subgroup of finite group has a left transversal that is also a right transversal#Subgroup having a left transversal that is also a right transversal;2
Subgroup having a 1-closed transversal
0
en
Subgroup having a 1-closed transversal
Subgroup having a transversal comprising involutions
0
en
Subgroup having a transversal comprising involutions
Normal subgroup having a 1-closed transversal
0
en
Normal subgroup having a 1-closed transversal
Subgroup having a symmetric transversal
0
en
Subgroup having a symmetric transversal
Subgroup having a twisted subgroup as transversal
0
en
Subgroup having a twisted subgroup as transversal
Proves property satisfaction of
132
en
Proves property satisfaction of
Page
132
en
Page
Stronger than
132
en
Stronger than