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Three-dimensional polarization algebra for all polarization sensitive optical systems

Y Li, Y Fu, Z Liu, J Zhou, Y Li, W He - Optics Express, 2018 - opg.optica.org
Using three-dimensional (3D) coherency vector (9× 1), we develop a new 3D polarization
algebra to calculate the polarization properties of all polarization sensitive optical systems …
被引用次数：15 相关文章

Three-dimensional polarization algebra for all polarization sensitive optical systems.

Y Li, Y Fu, Z Liu, J Zhou, PJ Bryanston-Cross… - Optics Express, 2018 - europepmc.org
Using three-dimensional (3D) coherency vector (9× 1), we develop a new 3D polarization
algebra to calculate the polarization properties of all polarization sensitive optical systems …

Three-dimensional polarization algebra for all polarization sensitive optical systems

Y Li, Y Fu, Z Liu, J Zhou… - Optics …, 2018 - pubmed.ncbi.nlm.nih.gov
Using three-dimensional (3D) coherency vector (9× 1), we develop a new 3D polarization
algebra to calculate the polarization properties of all polarization sensitive optical systems …
[PDF] researchgate.net

[PDF][PDF] Three-dimensional polarization algebra for all polarization sensitive optical systems

Y LI, Y FU, Z LIU, J ZHOU, PJ BRYANSTON-CROSS… - 2018 - researchgate.net
Using three-dimensional (3D) coherency vector (9× 1), we develop a new 3D polarization
algebra to calculate the polarization properties of all polarization sensitive optical systems …

[引用][C] Three-dimensional polarization algebra for all polarization sensitive optical systems

Y Li, Y Fu, Z Liu, J Zhou, PJ Bryanston-Cross… - Optics …, 2018 - ui.adsabs.harvard.edu
Three-dimensional polarization algebra for all polarization sensitive optical systems - NASA/ADS
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