Recent content by Milligram

HallsofIvy, I meant for g(x) to depend on x and t. You should think of t as being a large constant, say, t=10^{10} .

Let t \in \mathbb{R} be large. Let f be a function over [0,t] satisfying f(0) = 1 and f'(x) = e^{-f(x)} for all x. Let g be a function over [0,t] satisfying g(0) = 1 and g'(x) = (1 - g(x)/t^2)^{t^2} for all x. Note that g'(x) \sim e^{-g(x)}. Without solving the two...