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Il metodo degli invarianti ortogonali di Fichera viene applicato al problema di autovalori per l'equazione di Schrödinger per l'oscillatore armonico limitato in meccanica quantistica. In tal modo viene ottenuto un procedimento per l'approssimazione di ogni autovalore che conferma in modo rigoroso, e migliora numericamente, precedenti calcoli compiuti da altri Autori usando differenti metodi.
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