1. ## Distribution question

i got the following question from Generalized functions:
if F(x)= n, x>1/n
what is the limit of the Fn(x),n->inf, @ dimention D'

2. Originally Posted by bilion
Hey,
Donno if this the right forum section but anyways,
i got the following question:
if F(x)= n, x>n/1
what is the limit of the Fn(x),n->inf, @ dimetion D'
I have no idea what this is...but if I had to guess you're asking

"If $f_n(x)=\begin{cases} n & \mbox{if}\quad x>n\\ 1 & \mbox{if} \quad n\leqslant x\end{cases}$. What is $\lim_{n\to\infty}f_n(x)$?"

It's pretty obvious the answer is one.

3. @ bilion : what is "dimetion" ?

@ Drexel28 : this is dealing with distributions (according to the title), so it is different than functions. I don't know if the result is different too, though

Edit : and with his edit, it makes things worse

4. Originally Posted by Moo
@ bilion : what is "dimetion" ?

@ Drexel28 : this is dealing with distributions (according to the title), so it is different than functions. I don't know if the result is different too, though

Edit : and with his edit, it makes things worse
Haha, yeah I'm going to back off of this one.I have no idea what's going on.

5. It's part of functional analysis, you should like it !
Too bad I was too lazy and busy to attend the FA class lol!