Mathematics vocabulary : Main functional areas

Main functional areas
Mathematics vocabulary

Author : Michel CESSENAT

Publication date: February 10, 1992 | Lire en français

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9. Main functional areas

Let Ω be an open of $ℝ^{n}$ , K a compact of $ℝ^{n}$ . The functions here are real- or complex-valued.

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Ongoing reading
Main functional areas

(1) - DAUTRAY (R.), LIONS (J.-L.) - Analyse mathématique et calcul numérique pour les sciences et les techniques. - Masson, chap. I à XXI (1984-1985).
(2) - BOURBAKI (N.) - Éléments de mathématiques. - Hermann.
(3) - TRÈVES (F.) - Topological Vector Spaces....

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