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GaussianImage: 2D Gaussian Splatting for Image Representation and Compression


Khái niệm cốt lõi
Efficient image representation and compression using 2D Gaussian Splatting.
Tóm tắt

GaussianImage introduces a novel approach to image representation and compression by utilizing 2D Gaussian Splatting. The method aims to address the limitations of implicit neural representations (INRs) by offering a more efficient paradigm that reduces GPU memory usage, accelerates training, and enhances rendering speed. By representing images with 2D Gaussians, the proposed method achieves high-quality results with minimal parameters, leading to faster decoding speeds and improved compression performance. The innovative accumulated blending mechanism simplifies alpha blending, while merging color coefficients and opacity streamlines the process further. Additionally, a two-step compression pipeline is employed to convert the Gaussian representation into a practical image codec, showcasing competitive rate-distortion performance compared to existing methods like COIN and COIN++. Experimental results demonstrate the effectiveness of each component in enhancing image representation efficiency.

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Thống kê
Our method achieves a rendering speed of 1500-2000 FPS regardless of parameter size. The proposed codec attains rate-distortion performance comparable to COIN and COIN++. The compression ratio is improved to 7.375× compared to 3D Gaussians. Training duration is reduced by up to one-third compared to other INR methods.
Trích dẫn
"We propose a groundbreaking paradigm of image representation and compression by 2D Gaussian Splatting." "Our method not only rivals INRs in representation performance but also delivers faster rendering speeds." "Experimental results demonstrate that our codec attains rate-distortion performance comparable to compression-based INRs such as COIN."

Thông tin chi tiết chính được chắt lọc từ

by Xinjie Zhang... lúc arxiv.org 03-14-2024

https://arxiv.org/pdf/2403.08551.pdf
GaussianImage

Yêu cầu sâu hơn

How does the use of accumulated blending impact the overall efficiency of image representation

The use of accumulated blending in image representation significantly impacts the overall efficiency by simplifying the rendering process and improving training and inference speed. By replacing complex alpha blending with a weighted sum approach, the need for sorting Gaussian points based on depth information is eliminated. This not only streamlines the rasterization process but also makes it permutation-invariant, ensuring robustness to different orders of Gaussian points. Additionally, accumulated blending removes the sequential calculation of transparency values, leading to faster training and inference speeds. Overall, this novel approach enhances efficiency by optimizing rendering quality while reducing computational complexity.

What are the potential implications of reducing GPU memory usage in image processing tasks

Reducing GPU memory usage in image processing tasks can have several potential implications. Firstly, it enables more efficient utilization of resources on low-end devices with limited memory capacity. This opens up opportunities for deploying advanced image processing techniques on a wider range of devices, including smartphones and IoT devices. Moreover, lower GPU memory requirements can lead to cost savings in hardware investments for organizations handling large-scale image processing tasks. Additionally, reduced GPU memory usage can improve overall system performance by minimizing resource constraints and enhancing scalability in handling larger datasets or more complex algorithms.

How might the adoption of partial bits-back coding influence future developments in image compression technologies

The adoption of partial bits-back coding has significant implications for future developments in image compression technologies. This strategy allows for improved compression performance by leveraging equivariant graphs without edges to save bitrate efficiently when encoding unordered data structures like images represented as sets of elements (e.g., Gaussians). By segmenting data into initial bit allocations encoded using traditional methods followed by bits-back coding for subsequent elements, partial bits-back coding offers a balance between compression efficiency and computational complexity. This approach paves the way for enhanced rate-distortion trade-offs and optimized storage solutions in neural image codecs moving forward.
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