Kuranishi structures were introduced to analyze moduli spaces arising in Floer theory: in case of negative sphere bubbling, transversality breaks and one needs a more sophisticated analysis of the moduli spaces to construct a virtual fundamental class. In this talk, we review the classical approach of Fukaya-Ono to defining these spaces. In particular, we show that the tangent bundle for these Kuranishi spaces have a stable almost complex structure.
(Lunch: 12:30 - 14:00, Break: 15:30 - 15:40)