Can someone please suggest me some good lecture notes (not books) on Elliptic PDE?

I am reading the book by Trudinger at my own and in the book there are many lemmas whose proofs are quite long (and boring). That's why I am searching for lecture notes to see what are the calculations I can skip during first reading.

Edit: I am now interested to learn some parabolic PDE as well. I will appreciate any lecture note / reference on parabolic PDE (especially those references which are useful for application of parabolic PDE in geometric flows).

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    $\begingroup$ I suggest the Elliptic PDE by Han and Lin (Courant Lecture Notes). $\endgroup$ – Piyush Grover Sep 9 '15 at 13:06
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    $\begingroup$ I taught an undergraduate course on linear elliptic pde, but it is probably too elementary for you. The notes are here: euclid.ucc.ie/Mckay/pde/… $\endgroup$ – Ben McKay Feb 19 '17 at 9:03

Luigi Ambrosio has a great set of lecture notes.

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