利用扩散模型对不同图像进行补漆的研究

Sibam Parida, Vignesh Srinivas, Bhavishya Jain, Rajesh Naik, Neeraj Rao
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摘要

图像补全(或图像补全)是重建图像丢失或损坏部分的过程。它可用于填充图像中缺失或损坏的部分,例如从图像中删除对象、去除图像噪声或恢复旧照片。目标是生成与周围区域一致的新像素,并使图像看起来好像丢失或损坏的部分从未存在过。图像绘制可以使用各种技术,如纹理合成、基于补丁的方法和深度学习模型。基于深度学习的图像绘制通常涉及使用神经网络生成新的像素来填充图像的缺失部分。不同的网络架构可用于此目的,包括卷积神经网络(cnn),生成对抗网络(gan),基于变压器的模型,基于流的模型和扩散模型。在这项工作中,我们专注于使用扩散模型进行图像修复,其任务是为给定的退化图像提供一组多样化和逼真的修复图像。扩散模型使用扩散过程来填充缺失的像素,其中缺失的像素根据周围的上下文迭代更新。扩散过程由一组参数控制,这些参数可以从数据中学习到。扩散模型的优点是,它们可以处理大面积的缺失区域,同时仍然产生视觉上可信的结果。将讨论训练这些模型所涉及的挑战。
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Survey on Diverse Image Inpainting using Diffusion Models
Image inpainting (or Image completion) is the process of reconstructing lost or corrupted parts of images. It can be used to fill in missing or corrupted parts of an image, such as removing an object from an image, removing image noise, or restoring an old photograph. The goal is to generate new pixels that are consistent with the surrounding area and make the image look as if the missing or corrupted parts were never there. Image inpainting can be done using various techniques such as texture synthesis, patch-based methods, and deep learning models. Deep learning-based Image inpainting typically involves using a neural network to generate new pixels to fill the missing parts of an image. Different network architectures can be used for this purpose, including Convolutional Neural Networks (CNNs), Generative Adversarial Networks(GANs), Transformer-based models, Flow-based models, and Diffusion models. In this work, we focus on Image Inpainting using Diffusion models whose task is to provide a set of diverse and realistic inpainted images for a given deteriorated image. Diffusion models use a diffusion process to fill in missing pixels, where the missing pixels are iteratively updated based on the surrounding context. The diffusion process is controlled by a set of parameters, which can be learned from data. The advantage of diffusion models is that they can handle large missing regions, while still producing visually plausible results. The challenges involved in the training of these models will be discussed.
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