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1
vote
Accepted
Order density of smooth functions among continuous functions?
Yes, since smooth functions are dense in $C^0([a,b])$ with the supremum norm. Since $[a,b]$ is compact, $\inf (h-f)$ is acheived somewhere in $[a,b]$ so must be positive. Thus any smooth function $g$ …
6
votes
Accepted
asymptotic behaviour of a sum
Let $T_N(x)$ denote the largest term of the sum. Note that
$$\frac{\log T_N(x)}{N}\leq \frac{\log (Z_N(x))}{N}\leq \frac{\log ((N/2)T_N(x))}{N}=\frac{\log T_N(x)}{N}+\frac{\log(N/2)}{N}$$
and that th …