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Explore a 54-minute lecture on left-invariant geometric structures in solvable Lie groups, focusing specifically on complex and symplectic structures within almost abelian Lie groups. Delve into the classification challenges of solvable Lie groups with left-invariant complex or symplectic structures, an area that remains largely unsolved despite numerous contributions. Learn about groundbreaking classification results for both complex and symplectic structures in almost abelian Lie groups, presented through collaborative research conducted by mathematicians from various Argentine institutions and CIMAT Mérida, Mexico. Gain insights into this active field of mathematical research that bridges complex geometry, symplectic geometry, and Lie group theory.
Syllabus
Romina M. Arroyo, CONICET, Argentina: Complex and symplectic structures on almost abelian Lie groups
Taught by
IMSA