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Left–right essential spectra of one-sided operator matrix and application

  • Sana Bouzidi and Ines Walha
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Operator Theory
This chapter is in the book Operator Theory

Abstract

This work focuses on the investigation of the left and right essential spectra of one-sided unbounded 2 × 2 block operator matrix related with the left and right essential spectra of its diagonal operators entries. As application, we present a physical model of two groups of transport operator with specific boundaries condition.

Abstract

This work focuses on the investigation of the left and right essential spectra of one-sided unbounded 2 × 2 block operator matrix related with the left and right essential spectra of its diagonal operators entries. As application, we present a physical model of two groups of transport operator with specific boundaries condition.

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