Presentation
29 September 2017 An ultra-fast algorithm for high-density localization microscopy (Conference Presentation)
Author Affiliations +
Abstract
High-density localization of multiple fluorescent emitters is a common strategy to improve the temporal resolution of super-resolution localization microscopy. In recent years, various high-density localization algorithms have been developed. Despite their rigorous mathematical model and the subsequent improvement in image resolution, they still suffer from high computing complexity and the resulting extremely low computation speed, thus limiting the application to either small dataset or expensive computer clusters. It is still impractical as a routine tool for a large dataset. With the recent advance of high-throughput localization microscopy with sCMOS cameras that can produce a huge amount of data in a short period of time, fast processing now becomes even more important. Here, we present a simple algebraic algorithm based on our previously developed method, gradient fitting, for fast and precise high-density localization of multiple overlapping fluorescent emitters. Through numerical simulation and biological experiments, we showed that our algorithm can yield comparable localization precision and recall rate as DAOSTORM in various densities and signal levels, but with much simpler computation complexity. After being implemented on a GPU device (NVidia GTX1080) for parallel computing, it can run over three orders of magnitude faster than DAOSTORM implemented on a high-end workstation. Therefore, our method presents a possibility for online reconstruction of high-speed super-resolution imaging with high-density fluorescent emitters.
Conference Presentation
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Hongqiang Ma and Yang Liu "An ultra-fast algorithm for high-density localization microscopy (Conference Presentation)", Proc. SPIE 10350, Nanoimaging and Nanospectroscopy V, 103500G (29 September 2017); https://doi.org/10.1117/12.2275789
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KEYWORDS
Algorithm development

Microscopy

Super resolution

Cameras

Image resolution

Mathematical modeling

Numerical simulations

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