Laplace transform

See also: Laplacetransform

English

Etymology

Named after French polymath Pierre-Simon Laplace.

Noun

Laplace transform (plural Laplace transforms)

1. (mathematics) an integral transform of positive real function $f(t)$ to a complex function $F(s)$; given by:

   $F(s)=\int _{0}^{\infty }f(t)e^{-st}\,dt.$

Hypernyms

• integral transform

Translations

function on positive real numbers

• Catalan: transformada de Laplace f
• Chinese:

  Mandarin: 拉普拉斯變換／拉普拉斯变换 (Lāpǔlāsī biànhuàn), 拉普拉斯轉換／拉普拉斯转换 (Lāpǔlāsī zhuǎnhuàn), 拉卜拉士變換／拉卜拉士变换 (Lābǔlāshì biànhuàn)

• Finnish: Laplace-muunnos
• French: transformée de Laplace (fr) f
• German: Laplace-Transformation f
• Hindi: लाप्लास रुपांतर (lāplās rupāntar)
• Hungarian: Laplace-transzformáció (hu)
• Icelandic: Laplace-mynd f, Laplace-færsla f
• Japanese: ラプラス変換 (Rapurasu henkan)
• Portuguese: transformação de Laplace f, transformada de Laplace f
• Romanian: transformată Laplace f
• Russian: преобразова́ние Лапла́са (preobrazovánije Laplása)
• Swedish: Laplacetransform c

See also

• ℒ