Recent content by Oiler

Currently a penultimate year student at the university of melbourne, looking to go overseas on exchange for my final year. Studying physics and pure maths (although obv. some applied maths for the physics part too). Looking at Berkeley or UCLA primarily, but living in Montreal for a year really...

A is the open unit ball in R^n. Let B be the compliment of A (R^n\A). If f: B -> R is defined by f(x) = ||x||^-3... (where x is in B) For n=2, using an increasing union of compact sets show that f is integrable on B. For n=3, show that f is not integrable...