Results 251 to 260 of about 927,050 (285)
Dirac bound states in the continuum in honeycomb photonic crystal slabs. [PDF]
Chern RL, Kao YC, Hwang RR.
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Unidirectional Spectral Singularities [PDF]
We propose a class of spectral singularities emerging from the coincidence of two independent singularities with highly directional responses. These spectral singularities result from resonance trapping induced by the interplay between parity-time ...
Yuan Wang +2 more
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On the concept of spectral singularities
In this paper, we discuss the concept of spectral singularities for non-Hermitian Hamiltonians.
Gusein Sh Guseinov
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Semiclassical analysis of spectral singularities and their applications in optics
Motivated by possible applications of spectral singularities in optics, we develop a semiclassical method of computing spectral singularities. We use this method to examine the spectral singularities of a planar slab gain medium whose gain coefficient ...
Ali Mostafazadeh
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Essential spectral singularities and the spectral expansion for the Hill operator
In this paper we investigate the spectral expansion for the one-dimensional Schrodinger operator with a periodic complex-valued potential. For this we consider in detail the spectral singularities and introduce new concepts as essential spectral singularities and singular quasimomenta.
O A Veliev
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On the spectral singularities of watermarked audio
Proceedings Third International Conference on WEB Delivering of Music, 2004To improve the robustness of watermarking, the spectral singularities resulting from the widely used noise-like author keystream are investigated with audio signals. Because such a keystream distributes its energy abruptly among all frequencies, either the Fourier spectrum or the wavelet spectrum of a watermarked version might become very rough and has
Xianfeng Zhao, Weinong Wang, Kefei Chen
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THEORY OF SINGULAR PERTURBATIONS IN THE CASE OF SPECTRAL SINGULARITIES OF THE LIMIT OPERATOR
Mathematics of the USSR-Sbornik, 1988The authors consider the Cauchy problem in a Banach space for the differential equation \(\epsilon y'-A(t)y=h(t)\), t in (0,T), as \(\epsilon \to 0^+\) under the principal assumptions that (1) the operator A(t) has the spectral representation \(A(t)=\sum^{n}_{k=1}\lambda_ k(t)P_ k(t),\) t in [0,T], for projections \(P_ k\), and (2) the spectrum of A(t)
Eliseev, A. G., Lomov, S. A.
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Spectral measures with singularities
Acta Mathematica Hungarica, 1987The author had proved in his paper [J. Oper. Theory 15, 307-325 (1986)] that for every closed operator T in a complex Banach space X there is a uniquely determined smallest closed subset of the extended spectrum \(\sigma\) (T) such that the reasonable kind of (generalized) spectral measure for T cannot be defined for the Borel subsets of this set.
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Spectral singularities of the nonhomogeneous Sturm-Liouville equations
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Murat Adivar, Elgiz Bairamov
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