- #1
Warr
- 120
- 0
Just wondering where to go with this one..
calculate the laurent series of [tex]\frac{1}{e^z-1}[/tex]
don't even know where to start on it
I know [tex]e^z={{\sum^{\infty}}_{j=0}}\frac{z^j}{j!}[/tex]
but not much else...
calculate the laurent series of [tex]\frac{1}{e^z-1}[/tex]
don't even know where to start on it
I know [tex]e^z={{\sum^{\infty}}_{j=0}}\frac{z^j}{j!}[/tex]
but not much else...
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