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单词
reducible representation of a group
释义
reducible representation of a group
reducible representation of a group
[
ri¦düs·ə·bəl ‚rep·rə·zen′tā·shən əv ə ‚grüp
]
(mathematics)
A representation of a group as a family of linear operators on a vector space
V
such that there is a proper closed subspace of
V
that is invariant under these operators.
随便看
crhg
crh (hormone)
crhi
crhjv
crhk
crhl
crhm
crhml
crhmp
crhmt
crho
crhop
crhov
crhp
crhpc
crhpr
crhr
crh-r1
crhr1
crhra
crhrp
crhrs
crhs
crhsd
crhse
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更新时间:2026/1/15 11:38:17