Zobrazeno 1 - 10
of 55
pro vyhledávání: '"Prydiy, A."'
Autor:
M. I. Sidor, Yu. A. Ushenko, A. Prydiy, Alexander G. Ushenko, Alexander V. Dubolazov, Yu. Ya. Tomka, A. O. Karachevtsev
Publikováno v:
Fourteenth International Conference on Correlation Optics.
Autor:
Alexander V. Dubolazov, K. Tymchuk, Yu. Sarkisova, Yu. Ya. Tomka, A. Prydiy, A. O. Karachevtsev, Alexander G. Ushenko, V. Dvorjak, Yu. O. Ushenko, M. I. Sidor
Publikováno v:
Fourteenth International Conference on Correlation Optics.
Autor:
L. J. Pidkamin, O. B. Bodnar, O. G. Prydiy, Yu. A. Ushenko, I. V. Martseniak, Boris Bodnar, O. Tsyhykalo, M. I. Sidor, Alexander V. Dubolazov
Publikováno v:
Advanced Topics in Optoelectronics, Microelectronics, and Nanotechnologies IX.
Theoretical bases of 3D Muller-matrix mapping methods for optically anisotropic polycrystalline films of blood are presented. Algorithms for layerwise polarization reconstruction of the parameters of linear and circular birefringence and dichroism ar
Autor:
I. V. Martseniak, Alexander V. Dubolazov, O. Bakun, L. Y. Pidkamin, O. Tsyhykalo, Yu. A. Ushenko, Iryna Soltys, Mykhaylo P. Gorsky, O. G. Prydiy
Publikováno v:
Advanced Topics in Optoelectronics, Microelectronics, and Nanotechnologies IX.
The results of Jones matrix mapping of optically thin, non-depolarizing polycrystalline films of synovial fluid (of human joint at reactive and aseptic synovitis) and urine (of healthy donors – patients with albuminuria) are presented. The Jones-ma
Autor:
L. J. Pidkamin, Boris Bodnar, O. Tsyhykalo, Alexander V. Dubolazov, O. V. Olar, O. B. Bodnar, Yu. A. Ushenko, D. Kvasnyuk, M. I. Sidor, O. G. Prydiy
Publikováno v:
Applications of Digital Image Processing XLI.
The possibility of solving the inverse problem - extraction of information about linear and circular birefringence and dichroism of light scattering biological layers is considered. An analytical model of the optical anisotropy of depolarizing biolog
Autor:
Alexander V. Dubolazov, L. J. Pidkamin, M. I. Sidor, S. O. Sokolnyk, O. V. Olar, O. G. Prydiy, G. B. Bodnar, Yu. A. Ushenko
Publikováno v:
Biosensing and Nanomedicine XI.
A multilayered model of the optical anisotropy of the light-scattering layer of biological tissue is considered. The Muller matrix of the depolarizing layer is represented as a superposition of partial matrix operators for linear and circular birefri
Autor:
V. G. Zhytaryuk, N. Pavlyukovich, Yu. O. Ushenko, O. G. Prydiy, Olexander V. Dubolazov, O. Pavlyukovich, V. O. Ushenko
Publikováno v:
Thirteenth International Conference on Correlation Optics.
In this paper, we present the results of a statistical analysis of polarization-interference images of optically thin histological sections of biological tissues and polycrystalline films of biological fluids of human organs. A new analytical paramet
Autor:
Olexander V. Dubolazov, V. G. Zhytaryuk, L. Trifonyuk, O. Vanchulyak, O. G. Prydiy, V. O. Ushenko, V. Baranovsky, O. G. Ushenko
Publikováno v:
Thirteenth International Conference on Correlation Optics.
The work consists of two parts. In the first part - we mapped a distribution of optical activity and birefringence in polycrystalline networks of biological tissues. The Jones-matrix formalism is used for accessible quantitative description of these
Autor:
G. D. Koval, V. G. Zhytaryuk, I. Lukashevich, O. G. Prydiy, V. O. Ushenko, O. G. Ushenko, O. Vanchuliak, G. B. Bodnar
Publikováno v:
Thirteenth International Conference on Correlation Optics.
The paper consists of two parts. The first part presents short theoretical basics of the method of azimuthally-invariant Mueller-matrix description of optical anisotropy of biological tissues. It was provided experimentally measured coordinate distri
Autor:
M. Grytsyuk, O. G. Prydiy, V. G. Zhytaryuk, Olexander V. Dubolazov, I. Meglinskiy, Yu. O. Ushenko, I. G. Savka, L. Trifonyuk, L. Kushnerik
Publikováno v:
Applications of Digital Image Processing XL.
A new method of Stokes correlometry of polarization-inhomogeneous images of biological layers is presented. Analytic relations are determined for the phase of complex parameters of the Stokes vector. A method for measuring the coordinate distribution