On generalized nonexpansive maps in banach spaces

HIGHLIGHTS

• who: Banach Spaces et al. from the Department of Mathematics, University of Science and Technology have published the Article: On Generalized Nonexpansive Maps in Banach Spaces, in the Journal: Computation 2020, 8, 61 of /2020/
• what: In this article, we have presented a new wider class of generalized non-expansive maps, namely, the class of generalized (α, β)-non-expansive maps.

SUMMARY

The map P is called non-expansive if || P( a) - P(b)|| ≤ || a - b|| for all a, b ∈ E and it is called quasi-non-expansive if || P(z) - P( a . . .

 



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