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- mathematischer Satz (de)
- teorema (ca)
- théorème qui relie les propriétés de décroissance à l’infini d’une fonction (ou d’une distribution) avec l’analyticité de sa transformée de Fourier (fr)
- any of a family of theorems relating decay properties of a function or distribution at infinity with analyticity of its Fourier transform (en)
- 푸리에 변환이 해석 함수일 조건에 대한 정리 (ko)
- フーリエ変換が解析関数であるための条件に関する定理 (ja)
- una teorema que relacione las propiedades de decremento en el infinito de una función (o distribución) con la analticidad de su transformada de Fourier (es)
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- An entire function on is the Fourier–Laplace transform of a distribution of compact support if and only if for all ,
:
for some constants , , . The distribution in fact will be supported in the closed ball of center
and radius . (en)
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- Paley–Wiener theorem (en)
- Satz von Paley-Wiener (de)
- Teorema de Paley–Wiener (es)
- Théorème de Paley-Wiener (fr)
- Teorema di Paley-Wiener (it)
- Теорема Пэли — Винера (ru)
- Condição de Paley-Wiener (pt)
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