Formula

Node-Local Summation of Exponentiated Scores

An expression for a summation performed over a set of vectors locally on a node is given by ∑kj′∈K[u]exp⁡(βi,j′)\sum_{k_{j'} \in \mathbf{K}^{[u]}} \exp(\beta_{i,j'}). This formula calculates the sum of the exponentiated values of βi,j′\beta_{i,j'} for each row vector kj′k_{j'} that belongs to the matrix K[u]\mathbf{K}^{[u]}.

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Updated 2026-06-19

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Ch.2 Generative Models - Foundations of Large Language Models

Foundations of Large Language Models

Foundations of Large Language Models Course

Computing Sciences