Laurent Series for e^z/z^2

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Episode 000057
Sunday, June 6th, 2021

The fourth video on Laurent Series, we will be expanding e^z/z^2 in the area of the complex plane for absolute values of z greater then zero but less than infinity.

I experimented with some creepy imagery in this one (including a Francis Bacon painting). So view discretion is advised.

Example taken from page 234 of "Basic Complex Analysis" (3rd Edition) by Jerrold E. Marsden and Michael J. Hoffman.
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And what type of singularity does the function have?

nataliafloresvega
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Algorithm brought me here and I was not disappointed

asapvarg
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Implies self harm is disturbing to complex analysis students

tunabayer