# santa claus

less info
reputation
11126
bio website bored location your fireplace age member for 3 years, 1 month seen Dec 26 '13 at 0:47 profile views 260

# 281 Actions

 Aug 24 awarded Yearling Jul 9 awarded Popular Question May 21 awarded Enlightened May 21 awarded Nice Answer Mar 9 awarded Popular Question Feb 18 awarded Notable Question Feb 3 awarded Notable Question Dec 5 awarded Notable Question Sep 30 awarded Explainer Aug 24 awarded Yearling Jul 2 awarded Curious Apr 21 awarded Famous Question Mar 6 awarded Popular Question Jan 16 awarded Good Question Dec 29 awarded Nice Question Dec 16 awarded Nice Question Dec 13 awarded Good Question Dec 9 comment Gap exponents and homogeneous functions @Ignore my last comment, I think I understand. So $g_f(x)$ is not strictly speaking a homogeneous function, but in the large and small limits of $x$ behaves approximately like a homogeneous function...? Dec 9 comment Gap exponents and homogeneous functions If you have a homogeneous function $g_f(x)$ of order $k>0$ then its limit should be $0$. If it's of order $0$ then it is independent of $x$. (I think I am missing something.) So here is my confusion. If we assume that it's homogeneous of order $0$, then even in the limit that $x$ gets large it shouldn't change. Dec 9 comment Gap exponents and homogeneous functions this is circular reasoning, no? We show the limit is fixed by fixing the limit...