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Caractérisation des suites de nombres réels distincts non nuls qui sont le spectre d’une fonction presque périodique indéfiniment dérivable, dont toutes les dérivées sont presque périodiques et qui a pour transformée de Fourier-Carleman l’inverse du produit canonique qui s’annule sur la suite .
Application à un problème d’approximation pondérée et à un problème de prolongement d’une fonction de deux variables réelles.
Évaluations asymptotiques de produits canoniques au voisinage de l’axe réel.
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