ON SPEKTRUM OF A SELF ADJOINT DIFFERANTIAL OPERATOR OF HIGHER ORDER WITH UNBOUNDED OPERATOR COEFFICIENT AND ASYMPTOTIC BEHAVIOUR OF EIGENVALUES


Article NameON SPEKTRUM OF A SELF ADJOINT DIFFERANTIAL OPERATOR OF HIGHER ORDER WITH UNBOUNDED OPERATOR COEFFICIENT AND ASYMPTOTIC BEHAVIOUR OF EIGENVALUES
AuthorsEhliman ADIGÜZELOV , Yonca SEZER
Keywords TRHilbert uzayı , özdeğer , spektrum , rezolvent , kapanabilir operatör , simetrik operatör , kendine eş operatör.
KeywordsHilbert space , eigenvalue , spectrum , resolvent , closable operator , symmetric operator , self adjoint operator.
Article Summary In this work, spectrum of a self adjoint differantial operator of higher order with unbounded operator coefficient has been investigated and an asymptotic formul for the eigenvalues of this differantial operator have found
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