Machine Learning Model for Complete Reconstruction of Diagnostic Polarimetric Images from partial Mueller polarimetry data
Sooyong Chae, Tongyu Huang, Omar Rodr{\i}guez-Nunez, Th\'eotim Lucas,, Jean-Charles Vanel, J\'er\'emy Vizet, Angelo Pierangelo, Gennadii Piavchenko,, Tsanislava Genova, Ajmal Ajmal, Jessica C. Ramella-Roman, Alexander Doronin,, Hui Ma, and Tatiana Novikova

TL;DR
This paper presents a machine learning method that reconstructs complete Mueller polarimetric images from partial data, enabling faster, more compact imaging suitable for clinical diagnostics.
Contribution
A novel neural network approach to reconstruct missing Mueller matrix elements from partial measurements, facilitating real-time polarimetric imaging in medical applications.
Findings
Low error in matrix element reconstruction
Execution time of ~300 microseconds per pixel
Effective substitution for full Mueller polarimeters
Abstract
The translation of imaging Mueller polarimetry to clinical practice is often hindered by large footprint and relatively slow acquisition speed of the existing instruments. Using polarization-sensitive camera as a detector may reduce instrument dimensions and allow data streaming at video rate. However, only the first three rows of a complete 4x4 Mueller matrix can be measured. To overcome this hurdle we developed a machine learning approach using sequential neural network algorithm for the reconstruction of missing elements of a Mueller matrix from the measured elements of the first three rows. The algorithm was trained and tested on the dataset of polarimetric images of various excised human tissues (uterine cervix, colon, skin, brain) acquired with two different imaging Mueller polarimeters operating in either reflection (wide-field imaging system) or transmission (microscope)…
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Taxonomy
TopicsOptical Polarization and Ellipsometry · Morphological variations and asymmetry
