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Experimentally unsupervised deconvolution for light-sheet microscopy with propagation-invariant beams.


ABSTRACT: Deconvolution is a challenging inverse problem, particularly in techniques that employ complex engineered point-spread functions, such as microscopy with propagation-invariant beams. Here, we present a deep-learning method for deconvolution that, in lieu of end-to-end training with ground truths, is trained using known physics of the imaging system. Specifically, we train a generative adversarial network with images generated with the known point-spread function of the system, and combine this with unpaired experimental data that preserve perceptual content. Our method rapidly and robustly deconvolves and super-resolves microscopy images, demonstrating a two-fold improvement in image contrast to conventional deconvolution methods. In contrast to common end-to-end networks that often require 1000-10,000s paired images, our method is experimentally unsupervised and can be trained solely on a few hundred regions of interest. We demonstrate its performance on light-sheet microscopy with propagation-invariant Airy beams in oocytes, preimplantation embryos and excised brain tissue, as well as illustrate its utility for Bessel-beam LSM. This method aims to democratise learned methods for deconvolution, as it does not require data acquisition outwith the conventional imaging protocol.

SUBMITTER: Wijesinghe P 

PROVIDER: S-EPMC9626625 | biostudies-literature | 2022 Nov

REPOSITORIES: biostudies-literature

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Experimentally unsupervised deconvolution for light-sheet microscopy with propagation-invariant beams.

Wijesinghe Philip P   Corsetti Stella S   Chow Darren J X DJX   Sakata Shuzo S   Dunning Kylie R KR   Dholakia Kishan K  

Light, science & applications 20221102 1


Deconvolution is a challenging inverse problem, particularly in techniques that employ complex engineered point-spread functions, such as microscopy with propagation-invariant beams. Here, we present a deep-learning method for deconvolution that, in lieu of end-to-end training with ground truths, is trained using known physics of the imaging system. Specifically, we train a generative adversarial network with images generated with the known point-spread function of the system, and combine this w  ...[more]

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