
bfloat16: same exponent range as float32, less precision but more stable
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bfloat16: same exponent range as float32, less precision but more stable
Finite element method
Runge-Kutta method improves Euler by providing higher-order accuracy with k₁,k₂,k₃,k₄
arithmetic intensity is
Arithmetic intensity = FLOPs / Bytes accessed
Effect size
Cohen's D benchmarks: 0.2 = small, 0.5 = medium, 0.8 = large effect
BFS vs DFS: BFS finds shortest path in unweighted graphs, DFS uses less memory
BFS finds shortest path in unweighted graphs; DFS uses less memory
the L1 norm is not differentiable at zero
Absolute value's kink makes it non-differentiable at zero
BLEU vs ROUGE: BLEU measures precision of n-grams, ROUGE measures recall
BLEU measures precision of n-grams, ROUGE measures recall
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