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Efficient restoration of diffraction-induced space-variant blur in stacked microlens array scanning imaging system
Optics Express
|June 11, 2026
Summary
This study introduces a deep unfolding network for space-variant image deblurring in microlens array systems. The proposed Multiple Space-Variant Kernel Network (MSVKNet) significantly accelerates image restoration while maintaining high accuracy.
Area of Science:
- Optics and Photonics
- Image Processing
- Computational Imaging
Background:
- Microlens array scanning imaging systems exhibit space-variant point spread functions due to diffraction, causing significant image blur.
- Traditional deconvolution methods struggle to effectively restore images degraded by space-variant blur.
Purpose of the Study:
- To develop an efficient and accurate space-variant image deblurring model for microlens array imaging systems.
- To introduce a deep unfolding network, MSVKNet, for rapid and effective image restoration.
Main Methods:
- Representing the image degradation process using sparse matrices within an alternating direction method of multipliers optimization framework.
- Designing and implementing the Multiple Space-Variant Kernel Network (MSVKNet), a deep unfolding network.
- Comparing MSVKNet performance against a Total Variation (TV) priors and Conjugate Gradient (CG) iteration (TV-CG) method.
Main Results:
- MSVKNet demonstrates restoration performance comparable to or exceeding the TV-CG method across various system parameters.
- MSVKNet achieves an inference speedup of nearly three orders of magnitude compared to TV-CG.
- Experimental validation on a dual microlens array system confirms the method's accuracy and practical utility.
Conclusions:
- The proposed MSVKNet effectively addresses space-variant image deblurring challenges in microlens array systems.
- MSVKNet offers a significant speed advantage for real-time or near-real-time image restoration applications.
- The deep unfolding approach provides a robust and practical solution for improving image quality in computational imaging.
