25 August 2015 Hybrid random walk-linear discriminant analysis method for unwrapping quantitative phase microscopy images of biological samples
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J. of Biomedical Optics, 20(11), 111211 (2015). doi:10.1117/1.JBO.20.11.111211
Abstract
Standard algorithms for phase unwrapping often fail for interferometric quantitative phase imaging (QPI) of biological samples due to the variable morphology of these samples and the requirement to image at low light intensities to avoid phototoxicity. We describe a new algorithm combining random walk-based image segmentation with linear discriminant analysis (LDA)-based feature detection, using assumptions about the morphology of biological samples to account for phase ambiguities when standard methods have failed. We present three versions of our method: first, a method for LDA image segmentation based on a manually compiled training dataset; second, a method using a random walker (RW) algorithm informed by the assumed properties of a biological phase image; and third, an algorithm which combines LDA-based edge detection with an efficient RW algorithm. We show that the combination of LDA plus the RW algorithm gives the best overall performance with little speed penalty compared to LDA alone, and that this algorithm can be further optimized using a genetic algorithm to yield superior performance for phase unwrapping of QPI data from biological samples.
Kim, Teitell, Reed, and Zangle: Hybrid random walk-linear discriminant analysis method for unwrapping quantitative phase microscopy images of biological samples
Diane N. H. Kim, Michael A. Teitell, Jason Reed, Thomas A. Zangle, "Hybrid random walk-linear discriminant analysis method for unwrapping quantitative phase microscopy images of biological samples," Journal of Biomedical Optics 20(11), 111211 (25 August 2015). http://dx.doi.org/10.1117/1.JBO.20.11.111211
Submission: Received ; Accepted
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KEYWORDS
Image segmentation

Image filtering

Image processing algorithms and systems

Phase shift keying

Biological research

Linear filtering

Gaussian filters

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