Pages that link to "Item:Q5945942"
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The following pages link to Michael's selection theorem under an assumption weaker than lower semicontinuous in \(H\)-spaces (Q5945942):
Displaying 11 items.
- Selections for paraconvex-valued mappings on non-paracompact domains (Q649807) (← links)
- Continuity properties of selectors and Michael's theorem (Q916068) (← links)
- Continuous selections as parametrically defined integrals (Q1002814) (← links)
- Best proximity pairs theorems for continuous set-valued maps (Q1008505) (← links)
- Selection theorems under an assumption weaker than lower semi-continuity (Q1210361) (← links)
- Modified continuity and a generalisation of Michael's selection theorem (Q1321597) (← links)
- Continuous selections as uniform limits of \(\delta\)-continuous \(\varepsilon\)-selections (Q1970322) (← links)
- Selections, paraconvexity and PF-normality (Q2448760) (← links)
- A selection theorem for quasi-lower semicontinuous mappings in hyperconvex spaces (Q2496702) (← links)
- On Maximal Element Problem and Quasi-Variational Inequality Problem in L.C. Metric Spaces (Q4434607) (← links)
- (Q4907422) (← links)