Nadim A. Assad
Abstract
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A fixed point theorem is proved for continuous mappings from a nonempty closed subset $K$, of a Banach space $X$, into $X$, and which satisfies contractive definition definition (3) and property (a) below.
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A fixed point theorem is proved for continuous mappings from a nonempty closed subset $K$, of a Banach space $X$, into $X$, and which satisfies contractive definition definition (3) and property (a) below.
Key concepts: Mathematics, Fixed-point theorem, Fixed point, Fixed-point property, Banach space, Property (philosophy), Discrete mathematics, Pure mathematics