CVNEJun 14, 2020

ReLGAN: Generalization of Consistency for GAN with Disjoint Constraints and Relative Learning of Generative Processes for Multiple Transformation Learning

arXiv:2006.07809v1
Originality Incremental advance
AI Analysis

This work addresses the need for enhanced learning of multiple and multi-modal image transformations in medical applications, though it appears incremental as it builds on existing GAN consistency methods.

The authors tackled the problem of inadequate constraints and weak interrelation in GAN architectures for image-to-image transformation, particularly in medical applications, by introducing a novel framework with Transformation Learning and Relative Learning, resulting in an improved neural image transformation version that is more acceptable to the medical community.

Image to image transformation has gained popularity from different research communities due to its enormous impact on different applications, including medical. In this work, we have introduced a generalized scheme for consistency for GAN architectures with two new concepts of Transformation Learning (TL) and Relative Learning (ReL) for enhanced learning image transformations. Consistency for GAN architectures suffered from inadequate constraints and failed to learn multiple and multi-modal transformations, which is inevitable for many medical applications. The main drawback is that it focused on creating an intermediate and workable hybrid, which is not permissible for the medical applications which focus on minute details. Another drawback is the weak interrelation between the two learning phases and TL and ReL have introduced improved coordination among them. We have demonstrated the capability of the novel network framework on public datasets. We emphasized that our novel architecture produced an improved neural image transformation version for the image, which is more acceptable to the medical community. Experiments and results demonstrated the effectiveness of our framework with enhancement compared to the previous works.

Foundations

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