- Engineering
- Industrial Engineering
- Industrial Processes
- Additive Manufacturing
- Topology
- Algebraic Topology
- Engineering
- Industrial Engineering
- Industrial Processes
- Additive Manufacturing
- Topology
- Algebraic Topology
- Sheaf Theory
- Engineering
- Industrial Engineering
- Industrial Processes
- Additive Manufacturing
- Topology
- Algebraic Topology
- Sheaf Theory
- Perverse Sheaves
Perverse Sheaves, Hopf Algebras and Induction/Restriction Formalism
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Explore the intricate connections between perverse sheaves, Hopf algebras, and induction/restriction formalism in this 57-minute conference talk by Mikhail Kapranov presented at BIMSA's ICBS2025. Delve into advanced mathematical concepts that bridge algebraic topology, representation theory, and homological algebra as Kapranov examines how perverse sheaves interact with Hopf algebraic structures and their relationship to classical induction and restriction operations. Gain insights into cutting-edge research that demonstrates the deep mathematical connections between these seemingly disparate areas of mathematics, suitable for graduate students and researchers working in algebraic geometry, representation theory, or related fields.
Syllabus
Mikhail Kapranov: Perverse sheaves, Hopf algebras and induction/restriction formalism #ICBS2025
Taught by
BIMSA