M. I. Gozman
Kurchatov Institute
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Publication
Featured researches published by M. I. Gozman.
Physical Review A | 2017
Ilya Y. Polishchuk; A.A. Anastasiev; E. A. Tsyvkunova; M. I. Gozman; S. V. Solov'ov; Yu. I. Polishchuk
It is known that for an isolated dielectric cylinder waveguide there exists the cutoff frequency
international conference on transparent optical networks | 2014
M. I. Gozman; Ilya Polishchuk
\omega_\ast
Physics of Wave Phenomena | 2016
M. I. Gozman; I. Ya. Polishchuk; Yu. I. Polishchuk
below which there is no guided mode. It is shown in the paper that the infinite plane periodic array of such waveguides possesses the guided modes in the frequency domain which is below the frequency
international conference on transparent optical networks | 2015
M. I. Gozman; Yuri Kagan; Yuri Polishchuk; Ilya Polishchuk
\omega_\ast
international conference on transparent optical networks | 2013
M. I. Gozman; Yuri Polishchuk; Ilya Y. Polishchuk
. In the case of a finite array, the modes in this frequency domain are weakly radiating ones, but their quality factor
international conference on transparent optical networks | 2009
M. I. Gozman; Ilya Polishchuk; Tatyana Lomonosova
Q
Solid State Communications | 2015
M. I. Gozman; Yu. I. Polishchuk; I. Ya. Polishchuk; E.A. Tsivkunova
increases with the number of waveguides
international conference on transparent optical networks | 2018
A.A. Anastasiev; A. L. Burin; M. I. Gozman; I. Ya. Polishchuk; Yu. I. Polishchuk; E. A. Tsyvkunova
N
arXiv: Mesoscale and Nanoscale Physics | 2016
V. S. Babichenko; M. I. Gozman; A. I. Guseynov; T. V. Habarova; A. I. Pavlov; A. Yu. Stavcev; E. A. Tsyvkunova; I. Ya. Polishchuk
as
arXiv: Mesoscale and Nanoscale Physics | 2015
V. S. Babichenko; M. I. Gozman; Yu. Kagan; I. Ya. Polishchuk; E. A. Tsyvkunova
Q(N)\sim N^3
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