A training step produces the gradient vector
g=(−6, 2, −3, 0, 5)\mathbf{g} = (-6,\; 2,\; -3,\; 0,\; 5)g=(−6,2,−3,0,5)
Compute
∥g∥1 − ∥g∥∞\lVert \mathbf{g}\rVert_1 \; - \; \lVert \mathbf{g}\rVert_\infty∥g∥1−∥g∥∞
Select all that apply.
−8-8−8
111111
−10-10−10
101010