- #1
Nusc
- 760
- 2
Homework Statement
[tex]
lim_{dt\rightarrow 0} [(1+ \alpha dt(e^{-ik}-1))^{1/dt}]^T = e^{\alpha (e^{-ik-1)T}
[/tex]
It's a well known property in statistical physics, I'm not sure how to prove it
Homework Equations
The Attempt at a Solution
I know dt ->0
and 1/dt -> infinity
Which one converges faster? What test do I apply? I forgot everything.