N-order uniformly noncreasy Banach lattices and the Suzuki nonexpansive-type mappings
Anna Betiuk-Pilarska · Fixed Point Theory · 2017
We show that if K is a nonempty weakly compact convex subset of weakly orthogonal N -order uniformly noncreasy Banach lattice and T : K K satisfies condition (C) or is continuous and satisfies condition (C ) for some (0, 1), then T has a fixed point. This generalizes a result from [?].