Colloquium November 10
Date: Tuesday November 14
Time: 16:00 to 17:00
Place: 455 McBryde (Commons Room)
Speaker: Elmira Pashayeva, Fulbright Scholar from Azerbaijan
Title: Spectral theory of Non-Self-Adjoint Singular Differential Operators
Abstract
The interest to the problem of Spectral Analysis of
Differential Operators increased due to the development of Quantum
Mechanics because the Spectral Analysis is its basic mathematical
device. The Singular Differential Operators like operators given on
the axis require especially detailed research. Generally speaking such
operators have discrete as well as continuous parts of spectrum. The
works of Danford, Gelfond I.M., Naymark M.A.,and Schwartz J.T, were
the first investigations in this field.
The present report is about our investigations dedicated to the
Spectral Analysis of the Non-self-adjoint Differential Operators with
complex coefficients which are polynomially depend on spectral
parameters defined on a semi-axis or the entire axis.
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