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Let be a mapping having the mixed monotone property on.
Let F : X × X → X be a mapping having mixed a monotone property.
Let be a mapping having the property that there exist such that (2.9).
Let F : X × X × X × X → X be a mapping having the mixed monotone property.
Let F : X × X × X → X be a mapping having the mixed g-monotone property.
Let F : X × X → X be a mapping having the mixed monotone property on X. Suppose that there exists φ ∈ Θ such that (2.29).
Similar(9)
Suppose that is a map having a lifting through.
Let be a map having a lifting through an infinite fold covering.
Let be a -fold covering, and let be a map having a lifting through.
Let be a map having a lifting through the double covering.
Let be a quasiordered set and a map having the mixed monotone property on.
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