arXiv
Open Access
2016
Algebra of 2D periodic operators with local and perpendicular defects
Anton A. Kutsenko
Abstrak
We show that 2D periodic operators with local and perpendicular defects form an algebra. We provide an algorithm of finding spectrum for such operators. While the continuous spectral components can be computed by simple algebraic operations on some matrix-valued functions and few number of integrations, the discrete part is much more complicated.
Topik & Kata Kunci
Penulis (1)
A
Anton A. Kutsenko
Akses Cepat
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