MCLGAN: a multi-style cartoonization method based on style condition information

Canlin Li, Xinyue Wang, Ran Yi, Wenjiao Zhang, Lihua Bi, Lizhuang Ma
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Abstract

Image cartoonization, a special kind of style transformation, is a challenging image processing task. Most existing cartoonization methods aim at single-style transformation. While multiple models are trained to achieve multi-style transformation, which is time-consuming and resource-consuming. Meanwhile, existing multi-style cartoonization methods based on generative adversarial network require multiple discriminators to handle different styles, which increases the complexity of the network. To solve the above issues, this paper proposes an image cartoonization method for multi-style transformation based on style condition information, called MCLGAN. This approach integrates two key components for promoting multi-style image cartoonization. Firstly, we design a conditional generator and a multi-style learning discriminator to embed the style condition information into the feature space, so as to enhance the ability of the model in realizing different cartoon styles. Then the new loss mechanism, the conditional contrastive loss, is used strategically to strengthen the difference between different styles, thus effectively realizing multi-style image cartoonization. At the same time, MCLGAN simplifies the cartoonization process of different styles images, and only needs to train the model once, which significantly improves the efficiency. Numerous experiments verify the validity of our method as well as demonstrate the superiority of our method compared to previous methods.

Abstract Image

MCLGAN:基于风格条件信息的多风格卡通化方法
图像卡通化是一种特殊的样式变换,是一项具有挑战性的图像处理任务。现有的卡通化方法大多以单一风格转换为目标。而实现多风格转换需要训练多个模型,耗时耗力。同时,现有的基于生成式对抗网络的多风格卡通化方法需要多个判别器来处理不同风格,增加了网络的复杂性。为了解决上述问题,本文提出了一种基于风格条件信息的多风格转换图像卡通化方法,称为 MCLGAN。该方法集成了两个关键组件来促进多风格图像卡通化。首先,我们设计了一个条件发生器和一个多风格学习判别器,将风格条件信息嵌入特征空间,从而增强模型实现不同卡通风格的能力。然后,有策略地使用新的损失机制--条件对比损失,强化不同风格之间的差异,从而有效地实现多风格图像卡通化。同时,MCLGAN 简化了不同风格图像的卡通化过程,只需对模型进行一次训练,大大提高了效率。大量实验验证了我们方法的有效性,也证明了我们的方法与之前的方法相比更有优势。
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