Minicourse update

In the third lecture of the Budapest minicourse today, I reviewed the definition of Taubes’s Gromov invariant and discussed the mapping torus example.  The material in the lecture corresponds to installments 2 and 3 of the notes here, except that the lecture skipped a lot of details (and even so I had trouble finishing on time). Tomorrow I hope to give the definition of ECH. (It would be kind of a bad joke if my minicourse on ECH never made it to the definition of ECH…)

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