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week 1 (1/17): review of Seiberg-Witten invariants I (Ian, notes by Remy)
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week 2 (1/24): review of Seiberg-Witten invariants II (Ian, notes by Remy)
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week 3 (1/31): equivariant stable homotopy theory (Jemma, notes)
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week 4 (2/7): bauer-furuta I, overview (Ian, notes by Jemma)
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week 5 (2/14): bauer-furuta I, the monopole map and the Leray-Schauder-Schwarz construction (Abhishek, notes)
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week 6 (2/21): bauer-furuta I, lecture III (John, notes by Jemma)
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week 7 (2/28): bauer-furuta II, lecture I (Adrian)
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week 8 (3/7): bauer-furuta II, lecture II (Abhishek)
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week 9 (3/14): bauer-furuta II, lecture III (special π day lecture) (Remy)
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week 10 (3/28): equivariant k-theory (Jemma)
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week 11 (4/4): proof of 10/8-theorem I
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week 12 (4/9): proof of 10/8-theorem II
(moved to Wednesday for Cas' thesis defense)
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week 13 (4/18): exotic Dehn twists I
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week 14 (4/25): exotic Dehn twists II
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