Lecture Notes Two: An Introduction to Complex Analysis

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I’ve been quickly writing up notes on complex analysis, and here is the first batch of notes on complex analysis. I cover analytic functions and basic contour integration. I haven’t gotten to meremorphic functions yet, nor the Residue theorem, so you’ll have to wait until next time to see them…

Here are the lecture notes, and as always comments are welcome and appreciated

Next bat time, the topics covered will be: the deformation theorem and homotopy stuff, residues and meromorphic functions, and how to evaluate definite integrals and infinite sums.

Changelog:
* Updated the title

P.S.

Since our classical mechanics book uses limericks, for some strange reason, I have been inspired to post one of my very own:

‘It seems to me that limericks
should really contain no physics
its content ought to be
full of vulgarity
instead of physics principles basic.’

Eat it Morin!

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