- See also
- References
{{Expert-subject|mathematics|date=November 2008}}This article is bollocks. See coercivity instead. In functional analysis, an operator where X is a real Hilbert space is said to be strongly monotone if This is analogous to the notion of strictly increasing for scalar-valued functions of one scalar argument. See alsoReferences- Zeidler. Applied Functional Analysis (AMS 108) p. 173
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