Caristi fixed-point theorem
In mathematics, the Caristi fixed-point theorem (also known as the Caristi–Kirk fixed-point theorem) generalizes the Banach fixed-point theorem for maps of a complete metric space into itself. Caristi's fixed-point theorem modifies the ε-variational principle of Ekeland (1974, 1979). The conclusion of Caristi's theorem is equivalent to metric completeness, as proved by Weston (1977). The original result is due to the mathematicians and William Arthur Kirk.
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Caristi fixed-point theorem
In mathematics, the Caristi fixed-point theorem (also known as the Caristi–Kirk fixed-point theorem) generalizes the Banach fixed-point theorem for maps of a complete metric space into itself. Caristi's fixed-point theorem modifies the ε-variational principle of Ekeland (1974, 1979). The conclusion of Caristi's theorem is equivalent to metric completeness, as proved by Weston (1977). The original result is due to the mathematicians and William Arthur Kirk.
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In matematica, il teorema di C ...... ale è dovuto ai matematici e .
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In mathematics, the Caristi fi ...... ions of a functional equation.
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Le théorème du point fixe de — ...... incipe variationnel d'Ekeland.
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カリスティの不動点定理（カリスティのふどうてんていり、英: ...... 々の結果は、数学者ジェームス・カリスティとによるものである。
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In matematica, il teorema di C ...... ale è dovuto ai matematici e .
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In mathematics, the Caristi fi ...... cians and William Arthur Kirk.
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Le théorème du point fixe de — ...... incipe variationnel d'Ekeland.
@fr
カリスティの不動点定理（カリスティのふどうてんていり、英: ...... 々の結果は、数学者ジェームス・カリスティとによるものである。
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Caristi fixed-point theorem
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Dekpuntstelling van Caristi
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Teorema di Caristi
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Théorème du point fixe de Caristi
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カリスティの不動点定理
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