On a proprietary tire-architecture dataset, diffusion models outperform VAEs and GANs overall; a masking-trained VAE beats MMVAE+ on component-conditioned generation, and MDM is best in-distribution while DDPM generalizes better out-of-distribution.
A Binded VAE for Inorganic Material Generation
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abstract
Designing new industrial materials with desired properties can be very expensive and time consuming. The main difficulty is to generate compounds that correspond to realistic materials. Indeed, the description of compounds as vectors of components' proportions is characterized by discrete features and a severe sparsity. Furthermore, traditional generative model validation processes as visual verification, FID and Inception scores are tailored for images and cannot then be used as such in this context. To tackle these issues, we develop an original Binded-VAE model dedicated to the generation of discrete datasets with high sparsity. We validate the model with novel metrics adapted to the problem of compounds generation. We show on a real issue of rubber compound design that the proposed approach outperforms the standard generative models which opens new perspectives for material design optimization.
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Deep Generative Methods and Tire Architecture Design
On a proprietary tire-architecture dataset, diffusion models outperform VAEs and GANs overall; a masking-trained VAE beats MMVAE+ on component-conditioned generation, and MDM is best in-distribution while DDPM generalizes better out-of-distribution.