1,274 reputation
427
bio website
location
age 21
visits member for 2 years
seen Dec 11 '13 at 22:38

(your about me is currently not blank)


Aug
19
comment Finding $F(x)$ so that $F'(x) = e^{-x^2}$
Yes you are right. Thank you
Aug
19
asked Finding $F(x)$ so that $F'(x) = e^{-x^2}$
Aug
19
revised If $\exp(itH) A \exp(-itH) = A$ for all $t$, do $A$ and $H$ commute?
Finicky. Just put the title into LaTeX and put "for all t" into "for all $t$"
Aug
19
suggested suggested edit on If $\exp(itH) A \exp(-itH) = A$ for all $t$, do $A$ and $H$ commute?
Aug
19
awarded  Critic
Aug
19
accepted $|P(x)|$ differentiable at a root $x_0$
Aug
19
accepted Proving a Riemann integral theorem
Aug
19
accepted Proving an Integral Theorem
Aug
19
asked $|P(x)|$ differentiable at a root $x_0$
Aug
18
comment “So That” vs. “Such That”
Sorry about that, I left my computer and hadn't come back to accept it yet because when I posted that it said I had to wait 45 minutes
Aug
18
accepted “So That” vs. “Such That”
Aug
18
awarded  Self-Learner
Aug
18
comment Proving an Integral Theorem
I see now. So the middle quantity is bounded by $m, M$ and $f$ must take the value of some $c$ so that $f(c) \in [m,M]$, and so this necessarily means that $c\in [a,b]$?
Aug
18
revised Proving an Integral Theorem
deleted 2 characters in body
Aug
18
answered “So That” vs. “Such That”
Aug
18
revised Proving an Integral Theorem
added 243 characters in body
Aug
18
asked Proving an Integral Theorem
Aug
18
asked Proving a Riemann integral theorem
Aug
17
accepted Proof of uniform continuity of $\frac{1}{x}$
Aug
17
comment Proof of uniform continuity of $\frac{1}{x}$
Ahhh I see. That is equal to $1$, and it is always possible to pick $\epsilon \in (0,1)$.