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Let x,y > 0 with x ≠ y . We give new sharp bounds for identric mean in terms of logarithmic mean L = (x-y)/(ln x-ln y) and arithmetic mean A = (x+y)/2:where p0 = 8/5 and p̃0 = (ln2)/(1-ln2) are the best possible constants. © Elemen, Zagreb.

New sharp bounds for identric mean in terms of logarithmic mean and arithmetic mean