Résumé: In this dissertation, we study completely non-boundary normal (c.n.n) operators on finitely connected domains. Thus, let X be a finitely connected domain, i.e., a bounded connected open subset of C whose boundary, aX, consists of n + 1 nonitersecting, analytic, Jordan curves. Boundary normal (a-normal) operators on a Hibert space K, with spectrum in aX. We are interested in operators of the form T = PN\H that satisfy...

California:
Langue: Français
Collation: 33 p. ill. ;30 cm.
Diplôme: Doctorat
Etablissement de soutenance: California, University of California Riverside
Spécialité: Mathématiques
Index décimal 510 .Mathématiques
Thème Mathématiques

Mots clés:
Hilbert, Espaces de
Opérateurs normaux
Analyse fonctionnelle

Note: Bibliogr. pp.32-33