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Prior and Prediction Inverse Kernel Transformer for Single Image Defocus Deblurring

AAAI 2024 · Image generation › Image restoration · approach: Image deblurring · 8 citations (OpenAlex)

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Proposes P2IKT, a divide-and-conquer end-to-end defocus deblurring network that combines a Wiener-based inverse Gaussian kernel module and a learned inverse kernel prediction module, fused by a scale-recurrent transformer.

Problem

Single image defocus deblurring is hard because defocus blur has spatially varying sizes and shapes; end-to-end learned methods generalize poorly across cameras, while kernel-prior methods cannot handle irregular blur.

Approach

Treat defocus blur as either Gaussian-approximable or irregular: an inverse Gaussian kernel module (Wiener deconvolution with multi-size Gaussian kernels) handles the former, a kernel prediction network predicts an inverse kernel for the latter, and a scale-recurrent transformer predicts coefficient maps that adaptively fuse both outputs in a coarse-to-fine scheme.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use P2IKT instead of Restormerdefocus deblurring · DPDD testPSNR: 25.98 -> 26.29Helped
Use P2IKT instead of Restormerdefocus deblurring · RealDoF testPSNR: 25.43 -> 25.78Helped
Use P2IKT instead of Restormerdefocus deblurring · LF-DOF testPSNR: 26.44 -> 26.90Helped
Use P2IKT instead of GKMNetdefocus deblurring · DED testPSNR: 27.93 -> 28.29Helped
Use P2IKT instead of GKMNetdefocus deblurring · RTF testPSNR: 25.10 -> 25.85Helped
Add IKPM to SRT (ablation)P2IKT · DPDDPSNR: 26.03 -> 26.12Helped
Add IGKM to SRT (ablation)P2IKT · DPDDPSNR: 26.03 -> 26.13Helped
Add IGKM and IKPM to SRT (ablation)P2IKT · DPDDPSNR: 26.03 -> 26.29Helped
Replace SRAM with SRT in IGKM+IKPM (ablation)P2IKT · DPDDPSNR: 25.91 -> 26.29Helped

Surprising findings

Limitations

Experimental setup

Datasets: DPDD

Benchmarks: DPDD RealDoF LF-DOF DED RTF CUHK PixelDP

Metrics: PSNR SSIM LPIPS

Baselines: JNB EBDB DMENet DPDNet-S KPAC IFAN GKMNet DRBNet Restormer

Builds on: Scale recurrent scheme (Tao et al. 2018) GKMNet multi-size Gaussian kernel approximation Kernel prediction networks Restormer Wiener deconvolution

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