Precise nanometer localization analysis for individual fluorescent probes.
By Russell E. Thompson, D. Larson, W. Webb. Biophysical Journal, 2002
2,282 citations recorded by the source corpus.
Subfields: Biophysics, Computer Vision and Pattern Recognition, Media Technology
View Paper: https://www.semanticscholar.org/paper/a8421794f0f35769b284b33c2c9d808c7bcdfbcf
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In Biophysics
In Computer Vision and Pattern Recognition
- X. Zhuang
- M. Bates
- Erik H. W. Meijering
- Alex Small
- Shane Stahlheber
- Nicolas Chenouard
- Bo Huang
- Martin Maška
In Media Technology
Citations in the corpus
- Photophysics of Fluorescence Probes for Single Molecule Biophysics and Super-Resolution Imaging (2012, neutral): “of the number of photons detected (16).”
- Super resolution fluorescence microscopy (2009, methodology): “40 yields a PSF with a lateral size of ~200 nm and an axial size of ~500 nm in a refractive index-matched medium (Figure 1) (8).”
- Fluorescent probes for super-resolution imaging in living cells (2008, background): “Other super-resolution imaging techniques detect single molecules and rely on the principle that a single emitter can be localized with high accuracy if sufficient numbers of photons are collecte”
- Fast three-dimensional super-resolution imaging of live cells (2011, background): “The latter approach also requires high-precision localization of single molecule”
- Evaluation of fluorophores for optimal performance in localization-based super-resolution imaging (2011, positive): “Switching events with a high photon yield are desired for accurate determination of a probe’s position due to the inverse-square-root dependence of the localization precision on the number of detected photons 36,37 .”
- SINGLE-PARTICLE TRACKING (2009, background): “The detection efficiency is low: a typical value is 1% [70], and for an optimized system 3–8% [59,71,72].”
- Objective comparison of particle tracking methods (2014, methodology): “METHOD 4: PARAMETERS The user parameters of this method (and typical values) are: Number of iterations of convolution with the Gaussian kernel (10-500).”