New computational algorithms make it possible to build neural networks with many input nodes and many layers, and distinguish "deep learning" of these networks from previous work on artificial neural nets.
To bridge the representation gap between the sub-network and the full model, we train a lightweight and efficient adapter module on top of the sub-network.
Instead of the standard fixed diffusion timestep, we propose applying variable diffusion timesteps across the temporal dimension and across modalities of the inputs.
Our empirical findings suggest that epitope prediction benefits from combining sequential features provided by language models with geometrical information from graph representations.
Automating mathematical reasoning is a longstanding goal in artificial intelligence (Newell et al., 1957). A prominent line of work on the problem (Li et al., 2024) uses neural models to direct