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- Strongly_monotone abstract "In functional analysis, an operator where X is a real Hilbert space is said to be strongly monotone ifThis is analogous to the notion of strictly increasing for scalar-valued functions of one scalar argument.".
- Strongly_monotone wikiPageID "8364800".
- Strongly_monotone wikiPageRevisionID "466483814".
- Strongly_monotone hasPhotoCollection Strongly_monotone.
- Strongly_monotone subject Category:Hilbert_space.
- Strongly_monotone comment "In functional analysis, an operator where X is a real Hilbert space is said to be strongly monotone ifThis is analogous to the notion of strictly increasing for scalar-valued functions of one scalar argument.".
- Strongly_monotone label "Strongly monotone".
- Strongly_monotone sameAs m.0270t_s.
- Strongly_monotone sameAs Q7624691.
- Strongly_monotone sameAs Q7624691.
- Strongly_monotone wasDerivedFrom Strongly_monotone?oldid=466483814.
- Strongly_monotone isPrimaryTopicOf Strongly_monotone.