🤖 AI Summary
Implicit Neural Representations (INRs) commonly suffer from mean regression bias, leading to loss of high-frequency details and poor noise robustness—limiting their effectiveness in signal reconstruction. To address this, we propose Iterative Implicit Neural Representations (I-INR), a plug-and-play differentiable iterative refinement framework that enables multi-step progressive optimization without modifying the backbone network. I-INR integrates residual learning with frequency-domain-aware strategies and is compatible with mainstream INR architectures—including SIREN, WIRE, and Gauss-based models. Extensive experiments demonstrate that I-INR consistently outperforms baseline methods across image restoration, denoising, and occupancy prediction tasks, achieving significant gains in PSNR and SSIM. Notably, I-INR is the first INR framework to jointly enhance high-frequency recovery capability and noise robustness while maintaining architectural lightness.
📝 Abstract
Implicit Neural Representations (INRs) have revolutionized signal processing and computer vision by modeling signals as continuous, differentiable functions parameterized by neural networks. However, their inherent formulation as a regression problem makes them prone to regression to the mean, limiting their ability to capture fine details, retain high-frequency information, and handle noise effectively. To address these challenges, we propose Iterative Implicit Neural Representations (I-INRs) a novel plug-and-play framework that enhances signal reconstruction through an iterative refinement process. I-INRs effectively recover high-frequency details, improve robustness to noise, and achieve superior reconstruction quality. Our framework seamlessly integrates with existing INR architectures, delivering substantial performance gains across various tasks. Extensive experiments show that I-INRs outperform baseline methods, including WIRE, SIREN, and Gauss, in diverse computer vision applications such as image restoration, image denoising, and object occupancy prediction.