🤖 AI Summary
To address the challenges of large parameter search spaces, high memory overhead, low reconstruction fidelity, and poor scalability in computer-generated holography (CGH), this paper proposes a parametric hologram representation based on structured complex-valued 2D Gaussian primitives—replacing conventional pixel-wise storage. We integrate differentiable rasterization with a GPU-accelerated free-space light propagation kernel to construct an end-to-end trainable framework, augmented by phase-constrained conversion and gradient-based optimization strategies. Our approach drastically reduces parameter dimensionality, suppresses reconstruction noise, and enhances both optimization efficiency and image quality. Experiments demonstrate a 70% reduction in GPU memory consumption, a 50% acceleration in optimization speed, and superior reconstruction fidelity compared to state-of-the-art methods. Moreover, the framework is compatible with multiple practical holographic formats, ensuring broad applicability.
📝 Abstract
We propose a new hologram representation based on structured complex-valued 2D Gaussian primitives, which replaces per-pixel information storage and reduces the parameter search space by up to 10:1. To enable end-to-end training, we develop a differentiable rasterizer for our representation, integrated with a GPU-optimized light propagation kernel in free space. Our extensive experiments show that our method achieves up to 2.5x lower VRAM usage and 50% faster optimization while producing higher-fidelity reconstructions than existing methods. We further introduce a conversion procedure that adapts our representation to practical hologram formats, including smooth and random phase-only holograms. Our experiments show that this procedure can effectively suppress noise artifacts observed in previous methods. By reducing the hologram parameter search space, our representation enables a more scalable hologram estimation in the next-generation computer-generated holography systems.