Spectral Analysis of a Matrix-Valued Quantum-Difference Operator
The aim of this work is to find a polynomial-type Jost solution of a self adjoint matrix-valued q-difference equation of second order and investigate the spectral properties of the operator L generated by this q-difference expression by using asymptotic behavior of the Jost solution.
Y. Aygar and M. Bohner, "Spectral Analysis of a Matrix-Valued Quantum-Difference Operator," Dynamic Systems and Applications, vol. 25, no. 1-4, pp. 29-37, Dynamic Publishers, Jan 2016.
Mathematics and Statistics
International Standard Serial Number (ISSN)
Article - Journal
© 2016 Dynamic Publishers, All rights reserved.
01 Jan 2016