Complex Surfaces with P_g=Q=0 via Birational Geometry, Derived Category and Gauge Theory
Offered By: IMSA via YouTube
Course Description
Overview
Explore the theory of compact complex surfaces with p_g=q=0 in this comprehensive lecture by Kyoung-Seog Lee from the University of Miami/IMSA. Delve into the historical significance and recent developments in this active area of research. Examine the crucial role these surfaces play in complex surface theory. Gain insights into various aspects of these surfaces through the lenses of birational geometry, derived category, and gauge theory. Discover how these different mathematical approaches contribute to a deeper understanding of complex surfaces with p_g=q=0.
Syllabus
Complex Surfaces with p_g=q=0 via Birational Geometry, Derived Category and Gauge Theory
Taught by
IMSA
Related Courses
New Results on Rationality in Algebraic Geometry - Lecture 1International Centre for Theoretical Sciences via YouTube Floer Cohomology and Birational Geometry
International Mathematical Union via YouTube Birational Geometry of Moduli Spaces via the Essential Skeleton
IMSA via YouTube Birational Geometry of Sextic Double Solids with a Compound A_n Singularity
IMSA via YouTube Minimal Exponents of Singularities
IMSA via YouTube