Explore the intricate relationship between mirror symmetry and affine log Calabi-Yau varieties in this 1-hour 6-minute lecture by Daniel Pomerleano from the University of Massachusetts. Delve into the concept of semi-affineness in mirror partners and its connection to Floer theoretic invariants. Examine finiteness properties of symplectic cohomology and wrapped Fukaya categories, and discover how these results apply to maximally degenerate log Calabi-Yau varieties with homological sections. Learn about the construction of categorical crepant resolutions using wrapped Fukaya categories. Gain insights into ongoing research in this field, including joint work with Sheel Ganatra.