Golden Ratio Weighting Prevents Model Collapse
Hengzhi He, Shirong Xu, Guang Cheng

TL;DR
This paper introduces a novel weighting scheme based on the golden ratio to prevent model collapse in recursive generative model training, balancing synthetic and real data for optimal performance.
Contribution
It provides a theoretical framework and practical validation for a golden ratio-based weighting scheme to improve training stability and performance in generative models.
Findings
Optimal weighting asymptotically follows a unified expression.
In some cases, the optimal weight equals the reciprocal of the golden ratio.
Validated results on simulated and real datasets support the theory.
Abstract
Recent studies identified an intriguing phenomenon in recursive generative model training known as model collapse, where models trained on data generated by previous models exhibit severe performance degradation. Addressing this issue and developing more effective training strategies have become central challenges in generative model research. In this paper, we investigate this phenomenon within a novel framework, where generative models are iteratively trained on a combination of newly collected real data and synthetic data from the previous training step. To develop an optimal training strategy for integrating real and synthetic data, we evaluate the performance of a weighted training scheme in various scenarios, including Gaussian distribution estimation, generalized linear models, and nonparametric estimation. We theoretically characterize the impact of the mixing proportion and…
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Taxonomy
TopicsGenerative Adversarial Networks and Image Synthesis · Gaussian Processes and Bayesian Inference · Tensor decomposition and applications
