Uniqueness solution for bounded n-linear functional using generalized nonexpansive type

Abstract

Using the class of (μ,σ)\left(\mu ,\sigma )-nonexpansive mappings, we will effectively prove the uniqueness of the approximative fixed points set for equivalent nn-linear functional spaces F{\mathscr{F}}, where F{\mathscr{F}} is nonempty and identical in every bounded case in nn-Banach space.

Keywords

• linear functional
• normed spaces
• nonexpansive mappings
• fixed point
• approximate fixed point
• 34k06
• 46b50
• 81q05