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Let be a reflexive Banach space with the dual space let be two continuous mappings, and let be a continuous mapping.
Let (D: mathcal{X}tomathcal{X}) be a continuous mapping.
Let η : X × X → E be a continuous mapping.
Let (A: Krightarrow R^{n}) be a continuous mapping.
Let (c Irightarrowmathcal{K}) be a continuous mapping.
Let (A: Krightarrow X^) be a continuous mapping.
Let be a linear mapping and be a continuous mapping.
Hence, let (gcolon Ato A) be a continuous mapping.
Let e i : K → Z i be a continuous mapping.
Let T:X → X be a continuous mapping satisfying.
Let F : X × X → X be a continuous mapping having the mixed monotone property on X.
More suggestions(16)
be a continuous operator
be a continuous R-pair
be a quintic mapping
be a continuous monotone
be a fixed mapping
be a continuous game
be a continuous debate
be a continuous function
be a continuous T-periodic
be a continuous effort
be a nonlinear mapping
be a continuous stream
be a -accretive mapping
be a quasiregular mapping
be a continuous pseudocontractive
be a valid mapping
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