reducible representation

reducible representation的基本解释

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可约表示

与reducible representation相关的网络例句 [注：此内容来源于网络，仅供参考]

By defining restricted representation,we get the necessary andsufficient condition for all restricted representations of a restricted Liesuperalgebra to be completely reducible.

最后，通过定义限制表示，得到了一个限制李超代数的所有限制表示是完全可约的充要条件。

By decomposing the tensor representation of Uqslinto the direct sum of the ir-reducible representations of it,we can get the Schur-Weyl duality between Uqsland Hwhich is announced in[Jim86a]without proof where q is not a root ofunit.

通过将Uqsl的张量表示分解成它的不可约表示的直和，我们得到当q不是单位根时，Uqsl和H间的Schur-Weyl对偶。

与reducible representation相关的网络解释 [注：此内容来源于网络，仅供参考]

reducible representation：可约表示

reducible polynomial 可约多项式 | reducible representation 可约表示 | reducible topological space 可缩拓扑空间

reducible representation：可约表现

可约多项式 reducible polynomial | 可约表现 reducible representation | 可约集 reducible set

reducible representation：可约表示法

"reducible polynomial","可约多项式" | "reducible representation","可约表示法" | "reducible system","可简化系统"

completely reducible representation：完全可约表示

completely reducible operator | 完全可约算子 | completely reducible representation | 完全可约表示 | completely regular space | 完全正则空间

completely reducible representation：完全可约表现

完全可约算子 completely reducible operator | 完全可约表现 completely reducible representation | 完全正规空间 completely regular space