1. Three types of application

As we mentioned at the beginning of this , the physicist or engineer essentially manipulates distributions in space $ℝ^{n}$ . However, to perform integral calculus in $ℝ^{n}$ , it is absolutely essential – as in $ℝ$ – to have a formula for integration by parts at one's disposal.

In the first part, we show how this can be obtained in

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Three types of application

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References

(1) - BONY (J.M.) - Cours d'analyse. Théorie des distributions et analyse de Fourier - . Édition de l'École polytechnique – Paris (2001).
(2) - BREZIS (H.) - Analyse fonctionnelle. Théorie et applications - . Dunod – Paris (1983).
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