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This is Part 2 of a two-part FlashAttention series.
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Mixture of Experts (MoE) is one of the main techniques used to scale modern language models without making every token pay the full computational cost of the model.
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Attention mechanisms have evolved considerably to make transformer inference faster and more memory-efficient.
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Almost all the algorithms/methods covered so far have been action-value methods (except gradient-bandit algorithms, Section 2.8).
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Meta’s unified model for promptable image and video segmentation.
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Transformers are a sequence-to-sequence model: given an input sequence, produce an output sequence.
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Muon stands for MomentUm Orthogonalized by Newton-Schulz and was invented by Keller Jordan.
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Earlier this year, I decided to force myself to read more.
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Eligibility traces are one of the basic mechanisms of RL that unify and generalize TD and Monte Carlo (MC) methods.
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Let’s dive into the control problem now with parametric approximation of the action-value function $\hat{q}(s, a, \mathbf{w}) \approx q_{*}(s, a)$, where $\mathbf{w} \in \mathbb{R}^d$ is a finite-dimensional weight vector.
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Let’s discuss the extension of off-policy methods from the tabular case (Ch. 6 & 7) to function approximation.