卡通流:一个基于流的生成对抗网络,用于任意风格的照片卡通化

Jieun Lee, Hyeonwoo Kim, Jong-Chae Shim, Eenjun Hwang
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引用次数: 4

摘要

照片卡通化旨在将现实世界场景的照片转换为卡通风格的图像。最近,基于生成对抗网络(GAN)的照片卡通化方法被提出,以生成令人愉悦的卡通化图像。然而,由于这些方法只能将学习过的卡通风格转换为照片,因此它们在通常需要非学习过的风格的通用应用中受到限制。为了解决这个限制,可以使用任意风格转换(AST)方法,将任意艺术风格转换为内容图像。然而,由于两个原因,传统的AST方法在卡通化中不能令人满意地执行。首先,他们无法捕捉到漫画不同于普通艺术风格的独特特征。其次,它们遭受内容泄漏,其中内容的语义结构被扭曲。为了解决这些问题,我们提出了一种新的任意风格的照片卡通化方法——卡通流。更具体地说,我们构建了一个具有可逆神经流生成器的新型混合GAN,以有效地保留内容信息。此外,我们还引入了两种新的卡通化损失:(1)促进边缘的平滑损失,以学习具有光滑表面和清晰边缘的卡通的独特特征;(2)线损失,以模仿卡通的线条绘制。大量的实验表明,该方法在定量和定性上都优于以往的方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Cartoon-Flow: A Flow-Based Generative Adversarial Network for Arbitrary-Style Photo Cartoonization
Photo cartoonization aims to convert photos of real-world scenes into cartoon-style images. Recently, generative adversarial network (GAN)-based methods for photo cartoonization have been proposed to generate pleasable cartoonized images. However, as these methods can transfer only learned cartoon styles to photos, they are limited in general-purpose applications where unlearned styles are often required. To address this limitation, an arbitrary style transfer (AST) method that transfers arbitrary artistic style into content images can be used. However, conventional AST methods do not perform satisfactorily in cartoonization for two reasons. First, they cannot capture the unique characteristics of cartoons that differ from common artistic styles. Second, they suffer from content leaks in which the semantic structure of the content is distorted. In this paper, to solve these problems, we propose a novel arbitrary-style photo cartoonization method, Cartoon-Flow. More specifically, we construct a new hybrid GAN with an invertible neural flow generator to effectively preserve content information. In addition, we introduce two new losses for cartoonization: (1) edge-promoting smooth loss to learn the unique characteristics of cartoons with smooth surfaces and clear edges, and (2) line loss to mimic the line drawing of cartoons. Extensive experiments demonstrate that the proposed method outperforms previous methods both quantitatively and qualitatively.
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