Mueller-matrices polarization selection of two-dimensional linear and circular birefringence images

Abstract

The optical model of polycrystalline networks of myometium is suggested. The results of investigating the interrelation between the values correlation (correlation area, asymmetry coefficient and autocorrelation function excess) and fractal (dispersion of logarithmic dependencies of power spectra) parameters are presented. They characterize the distributions Mueller marixes elements of myometrium histological sections. The criteria of differentiation of death coming reasons are determined.

Relationship of the phase and amplitude parameters with anisotropy of Muller-matrix invariants

“…value is preferably defined by phase anisotropy mechanisms -linear and circular birefringences [7][8][9][10][11][12][13][14][15][16][17][18][19][20]. ) is possible with the help of spatial-frequency Fourier selection [12,13]. Our research is aimed at designing the experimental method of azimuthally stable Fourier's polarimetry and spatialfrequency selection of parameter distributions of linear and circular birefringence of the blood plasma donors films and patients with liver cirrhosis.…”

Interconnection between phase and amplitude parameters with anisotropy of Muller-matrix invariants

“…Solution of this task can be reached using Muellermatrix cartography with the so-called rotational invariants. It has been shown in the works [4][5][6] that azimuthally stable, independent of the sample rotation angle ( ) are the following matrix elements const is possible by using spatialfrequency Fourier selection [12,13]. Our research is aimed at designing the experimental method of azimuthally stable Fourier polarimetry and spatial-frequency selection of parameter distributions for linear and circular birefringence in the blood plasma donor films and patients with liver cirrhosis.…”

System of multifunctional Jones matrix tomography of phase anisotropy in diagnostics of endometriosis

“…However, for non-depolarizing biological layers 5,6,[14][15][16][17][18][19][20][21][22][23][24][25][26][27][28] more appropriate to apply the Jones-matrix formalism.…”