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Mit der Cauchy-Formel für mehrfache Integration, benannt nach dem französischen Mathematiker Augustin Louis Cauchy, können gewisse -te iterierte Integrale einer Funktion in einem einzigen Integral ausgedrückt werden.
, La fórmula de Cauchy per a la integració repetida, que porta el nom d'Augustin Louis Cauchy, permet comprimir n primitives d'una funció en una única integral. Es generalitza notablement en l'anàlisi fraccionari.
, A Fórmula de Cauchy para integrações repetidas ou sucessivas, enunciada por Augustin Louis Cauchy, permite compactar n antidiferenciações de uma função em uma integral simples (cf. Fórmula de Cauchy).
, La formule de Cauchy pour l'intégration successive, énoncée par Augustin Louis Cauchy, permet de condenser n intégrations en une seule. Elle est notablement généralisée en analyse fractionnaire.
, フランスの数学者、コーシーの名にちなむ反復積分に関するコーシーの公式（英: Cauchy formula for repeated integration）は、n回の不定積分を一度の積分にまとめる公式である。：
, The Cauchy formula for repeated integration, named after Augustin-Louis Cauchy, allows one to compress n antidifferentiations of a function into a single integral (cf. Cauchy's formula).
, In analisi matematica, la formula di Cauchy per integrazioni ripetute, il cui nome deriva da Augustin-Louis Cauchy, rappresenta un modo per calcolare più integrali ripetuti mediante un'unica formula.
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A Fórmula de Cauchy para integrações repetidas ou sucessivas, enunciada por Augustin Louis Cauchy, permite compactar n antidiferenciações de uma função em uma integral simples (cf. Fórmula de Cauchy).
, In analisi matematica, la formula di Cauchy per integrazioni ripetute, il cui nome deriva da Augustin-Louis Cauchy, rappresenta un modo per calcolare più integrali ripetuti mediante un'unica formula.
, Mit der Cauchy-Formel für mehrfache Integration, benannt nach dem französischen Mathematiker Augustin Louis Cauchy, können gewisse -te iterierte Integrale einer Funktion in einem einzigen Integral ausgedrückt werden.
, La fórmula de Cauchy per a la integració repetida, que porta el nom d'Augustin Louis Cauchy, permet comprimir n primitives d'una funció en una única integral. Es generalitza notablement en l'anàlisi fraccionari.
, フランスの数学者、コーシーの名にちなむ反復積分に関するコーシーの公式（英: Cauchy formula for repeated integration）は、n回の不定積分を一度の積分にまとめる公式である。：
, The Cauchy formula for repeated integration, named after Augustin-Louis Cauchy, allows one to compress n antidifferentiations of a function into a single integral (cf. Cauchy's formula).
, La formule de Cauchy pour l'intégration successive, énoncée par Augustin Louis Cauchy, permet de condenser n intégrations en une seule. Elle est notablement généralisée en analyse fractionnaire.
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| rdfs:label |
Cauchy formula for repeated integration
, Formule de Cauchy pour l'intégration successive
, Fórmula de Cauchy per a la integració repetida
, Formula di Cauchy per integrazioni ripetute
, Fórmula de Cauchy para integrações repetidas
, Cauchy-Formel für mehrfache Integration
, 反復積分に関するコーシーの公式
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