Ontology highlight
ABSTRACT: Significance
Light-field microscopy has achieved success in various applications of life sciences that require high-speed volumetric imaging. However, existing light-field reconstruction algorithms degrade severely in low-light conditions, and the deconvolution process is time-consuming.Aim
This study aims to develop a noise robustness phase-space deconvolution method with low computational costs.Approach
We reformulate the light-field phase-space deconvolution model into the Fourier domain with random-subset ordering and total-variation (TV) regularization. Additionally, we build a time-division-based multicolor light-field microscopy and conduct the three-dimensional (3D) imaging of the heart beating in zebrafish larva at over 95 Hz with a low light dose.Results
We demonstrate that this approach reduces computational resources, brings a tenfold speedup, and achieves a tenfold improvement for the noise robustness in terms of SSIM over the state-of-the-art approach.Conclusions
We proposed a phase-space deconvolution algorithm for 3D reconstructions in fluorescence imaging. Compared with the state-of-the-art method, we show significant improvement in both computational effectiveness and noise robustness; we further demonstrated practical application on zebrafish larva with low exposure and low light dose.
SUBMITTER: Zhu T
PROVIDER: S-EPMC9319196 | biostudies-literature | 2022 Jul
REPOSITORIES: biostudies-literature
Zhu Tianyi T Guo Yuduo Y Zhang Yi Y Lu Zhi Z Lin Xing X Fang Lu L Wu Jiamin J Dai Qionghai Q
Journal of biomedical optics 20220701 7
<h4>Significance</h4>Light-field microscopy has achieved success in various applications of life sciences that require high-speed volumetric imaging. However, existing light-field reconstruction algorithms degrade severely in low-light conditions, and the deconvolution process is time-consuming.<h4>Aim</h4>This study aims to develop a noise robustness phase-space deconvolution method with low computational costs.<h4>Approach</h4>We reformulate the light-field phase-space deconvolution model into ...[more]