let co the set of all convergent sequences to zero, we define the closed unit ball...

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let co the set of all convergent sequences to zero, we define the closed unit ball such that : B={ x E Co ||x|| ≤ 1}; then we define the map: T:B → B by T(x)=(1, x1, x2,....) Tis non expansive mapping and no has fixed point find sequence (xn) E B such that limn→∞||xn-Tx|| = 0 let co the set of all convergent sequences to zero, we define the closed unit ball such that : B={ x E Co ||x|| ≤ 1}; then we define the map: T:B → B by T(x)=(1, x1, x2,....) Tis non expansive mapping and no has fixed point find sequence (xn) E B such that limn→∞||xn-Tx|| = 0

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