Scaling sequence-to-sequence generative neural rendering
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Kaleido introduces a family of generative models for photorealistic, unified object- and scene-level neural rendering by treating 3D as a sequence-to-sequence problem.
A comprehensive index of artificial intelligence and machine-learning research with AI-generated summaries, citation metrics, and direct links to papers and code.
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Kaleido introduces a family of generative models for photorealistic, unified object- and scene-level neural rendering by treating 3D as a sequence-to-sequence problem.
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This paper critically examines the relationship between neural scaling laws and the role of theory in machine learning science.
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A study quantifying neural scaling laws for Robot Foundation Models to guide data and model scaling in robotics.
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The paper applies large-N field theory to derive neural scaling laws and proposes solvable models that go beyond the ridgeless limit.
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The paper argues that implicit bias in learning dynamics controls neural scaling laws during training, linking growth to scaling behavior from perceptrons to deep networks.
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Proposes a universal compression theory linking the lottery ticket hypothesis and neural scaling laws, showing how compression can significantly improve scaling laws.
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An empirical study showing how text quality interventions reshape neural scaling laws for LLMs, affecting performance projection and resource planning.
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The paper derives a solvable attention mechanism that enables precise characterization of neural scaling laws for linear self-attention.
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A statistical and approximation theory framework predicting neural scaling laws for transformers on intrinsically low-dimensional data, quantifying data and model scaling exponents.
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Investigates neural scaling laws for the ERM minimizer in the teacher-student setting beyond the random features regime, focusing on feature learning.
Chen An, Fei Huang, Jun Zhang, et al.
Proposes a training-free method to extend the context window of large language models beyond their pretraining length without additional training.
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This paper shows that Process Reward Models can generalize from mathematical reasoning to code, enhancing LLM reasoning in test-time scaling across domains.