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math0003199.5
(Q3721)
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math0003199.5
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Statements
defining formula
P
′
w
P
=
∐
(
w
1
,
w
2
)
∈
W
(
P
′
)
×
W
(
P
)
B
w
1
w
w
2
B
{\displaystyle P^{\prime }wP=\coprod _{(w_{1},w_{2})\in W(P^{\prime })\times W(P)}Bw_{1}ww_{2}B}
0 references
in defining formula
w
{\displaystyle w}
symbol represents
weight
0 references
B
{\displaystyle B}
symbol represents
Borel subgroup
0 references
P
′
{\displaystyle P^{\prime }}
symbol represents (string)
Weyl group of G
0 references
P
{\displaystyle P}
symbol represents
Parabolic subgroup of a reflection group
0 references
P
′
w
P
{\displaystyle P^{\prime }wP}
symbol represents (string)
A Schubert variety
0 references
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⧼wikibase-sitelinks-mathematics⧽
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