Some Analytic Properties of the Weyl Function of a Closed Operator


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Abstract

We study the Weyl function M(λ) of a closed linear operator acting in a complex Hilbert space and establish conditions guaranteeing that a complex number λ0 is a first-order pole of the operator function (M(λ) − M0 ))−1 .

About the authors

O. H. Storozh

Ivan Franko Lviv National University

Email: Jade.Santos@springer.com
Ukraine, Lviv


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