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- Lumer–Phillips_theorem abstract "In mathematics, the Lumer–Phillips theorem, named after Günter Lumer and Ralph Phillips, is a result in the theory of strongly continuous semigroups that gives a necessary and sufficient condition for a linear operator in a Banach space to generate a contraction semigroup.".
- Lumer–Phillips_theorem wikiPageID "12281541".
- Lumer–Phillips_theorem wikiPageRevisionID "561116116".
- Lumer–Phillips_theorem subject Category:Functional_analysis.
- Lumer–Phillips_theorem subject Category:Semigroup_theory.
- Lumer–Phillips_theorem subject Category:Theorems_in_functional_analysis.
- Lumer–Phillips_theorem comment "In mathematics, the Lumer–Phillips theorem, named after Günter Lumer and Ralph Phillips, is a result in the theory of strongly continuous semigroups that gives a necessary and sufficient condition for a linear operator in a Banach space to generate a contraction semigroup.".
- Lumer–Phillips_theorem label "Lumer–Phillips theorem".
- Lumer–Phillips_theorem label "Satz von Lumer-Phillips".
- Lumer–Phillips_theorem label "ルーマー-フィリップスの定理".
- Lumer–Phillips_theorem sameAs Lumer%E2%80%93Phillips_theorem.
- Lumer–Phillips_theorem sameAs Satz_von_Lumer-Phillips.
- Lumer–Phillips_theorem sameAs ルーマー-フィリップスの定理.
- Lumer–Phillips_theorem sameAs Q1602819.
- Lumer–Phillips_theorem sameAs Q1602819.
- Lumer–Phillips_theorem wasDerivedFrom Lumer–Phillips_theorem?oldid=561116116.