2021
DOI: 10.1364/oe.420670
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Precision single-particle localization using radial variance transform

Abstract: We introduce an image transform designed to highlight features with high degree of radial symmetry for identification and subpixel localization of particles in microscopy images. The transform is based on analyzing pixel value variations in radial and angular directions. We compare the subpixel localization performance of this algorithm to other common methods based on radial or mirror symmetry (such as fast radial symmetry transform, orientation alignment transform, XCorr, and quadrant interpolation), using b… Show more

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Cited by 15 publications
(16 citation statements)
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“…They were analyzed by applying median background correction and radial variance transform. 16 Particles were tracked using trackpy python package. 17 The particle size was extracted from its diffusion constant.…”
Section: Methodsmentioning
confidence: 99%
“…They were analyzed by applying median background correction and radial variance transform. 16 Particles were tracked using trackpy python package. 17 The particle size was extracted from its diffusion constant.…”
Section: Methodsmentioning
confidence: 99%
“…The majority of the detected particles exhibits a contrast of |C max | ' 20%. By keeping the focal plane at a constant position, we recorded a time series for this region and used a radial variance transform (RVT) to localize the nanoparticles 49 .…”
Section: D Tracking Of Clathrin-coated Pitsmentioning
confidence: 99%
“…While PSFs in fluorescence microscopy can be approximated by 2D Gaussian profiles, the richer structure of iPSFs in iSCAT render this approach less robust. To address this issue, we recently introduced a method based on the radial variance transform (RVT) to localize nanoparticles in W-iSCAT 49 . In our current work, we applied RVT also to C-iSCAT videos.…”
Section: Single-particle Trackingmentioning
confidence: 99%
“…This is a challenging image analysis problem because the number of features typically is not known a priori, each feature can cover a large area with alternating bright and dark fringes, and neighboring particles' fringes can interfere with each other. Circular Hough transforms, 27,32,33 voting algorithms 32 and symmetrybased transforms 27,34 leverage a feature's radial symmetry to coalesce its concentric rings into a simple peak that can be detected with standard particle-tracking algorithms. 35 Image noise and interference artifacts can violate the assumptions underlying these algorithms, leading to poor localization and an undesirable rate of false-positive and false-negative detections.…”
Section: Feature Detection and Localizationmentioning
confidence: 99%