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- Locally_finite_operator abstract "In mathematics, a linear operator is called locally finite if the space is the union of a family of finite-dimensional -invariant subspaces.In other words, there exists a family of linear subspaces of , such that we have the following: Each is finite-dimensional.".
- Locally_finite_operator wikiPageID "37580589".
- Locally_finite_operator wikiPageRevisionID "522135576".
- Locally_finite_operator hasPhotoCollection Locally_finite_operator.
- Locally_finite_operator subject Category:Abstract_algebra.
- Locally_finite_operator subject Category:Functions_and_mappings.
- Locally_finite_operator subject Category:Linear_algebra.
- Locally_finite_operator subject Category:Transformation_(function).
- Locally_finite_operator comment "In mathematics, a linear operator is called locally finite if the space is the union of a family of finite-dimensional -invariant subspaces.In other words, there exists a family of linear subspaces of , such that we have the following: Each is finite-dimensional.".
- Locally_finite_operator label "Locally finite operator".
- Locally_finite_operator sameAs m.0nd5d4q.
- Locally_finite_operator sameAs Q6664680.
- Locally_finite_operator sameAs Q6664680.
- Locally_finite_operator wasDerivedFrom Locally_finite_operator?oldid=522135576.
- Locally_finite_operator isPrimaryTopicOf Locally_finite_operator.