Manuscript Hawk05-B@1 · Hawk05-B.tex · section · f2e5d4f5

Entropy needs its own comparison allowance

Endpoint certification and controlled physical comparison › Entropy needs its own comparison allowance · lines 1411–1422

For an output dimension $L$ , define the monotone entropy modulus

c_{L} (η) = {0, h_{2} (t) + t lo g_{2} (L - 1), L = 1, L \geq 2, t = min {η, 1 - 1/ L} .

Displayed formulas in this passage

unlabeled · line 1414
$c_{L} (η) = {0, h_{2} (t) + t lo g_{2} (L - 1), L = 1, L \geq 2, t = min {η, 1 - 1/ L} .$