Explore the concept of marked length spectral rigidity for flat metrics in this 55-minute lecture by C. Leininger. Delve into the mathematical intricacies of this topic, examining its applications and implications in the field of geometry. Gain insights into the properties of flat metrics and their relationship to spectral rigidity, enhancing your understanding of advanced mathematical concepts.
Marked Length Spectral Rigidity for Flat Metrics - C. Leininger
Overview
Syllabus
Marked length spectral rigidity for flat metrics - C. Leininger
Taught by
ICTP Mathematics
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