Entropy-regularized Optimal Transport Generative Models

11/16/2018
by   Dong Liu, et al.
4

We investigate the use of entropy-regularized optimal transport (EOT) cost in developing generative models to learn implicit distributions. Two generative models are proposed. One uses EOT cost directly in an one-shot optimization problem and the other uses EOT cost iteratively in an adversarial game. The proposed generative models show improved performance over contemporary models for image generation on MNSIT.

READ FULL TEXT
research
02/10/2021

On the Existence of Optimal Transport Gradient for Learning Generative Models

The use of optimal transport cost for learning generative models has bec...
research
06/01/2017

Learning Generative Models with Sinkhorn Divergences

The ability to compare two degenerate probability distributions (i.e. tw...
research
04/18/2022

Simultaneous Multiple-Prompt Guided Generation Using Differentiable Optimal Transport

Recent advances in deep learning, such as powerful generative models and...
research
08/29/2019

Potential Flow Generator with L_2 Optimal Transport Regularity for Generative Models

We propose a potential flow generator with L_2 optimal transport regular...
research
10/06/2021

Generative Modeling with Optimal Transport Maps

With the discovery of Wasserstein GANs, Optimal Transport (OT) has becom...
research
05/25/2023

Empirical Optimal Transport between Conditional Distributions

Given samples from two joint distributions, we consider the problem of O...
research
10/05/2016

Convex Histogram-Based Joint Image Segmentation with Regularized Optimal Transport Cost

We investigate in this work a versatile convex framework for multiple im...

Please sign up or login with your details

Forgot password? Click here to reset