If \(f\in L^1(\lambda )\) then \[ \lim _{c\to 1}\int |f(cx)-f(x)|\,d\lambda =0. \]
Question
Math 6210 • Real Analysis
Summer 2016 • Question 1
Question
Summer 2016 • Question 1
If \(f\in L^1(\lambda )\) then \[ \lim _{c\to 1}\int |f(cx)-f(x)|\,d\lambda =0. \]