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1
Historical comments
2
Applications
3
Coolant Matrix
4
analytic torsion
5
modular forms
6
proof using analytic torsion
7
proof using bcov torsion
8
statements to look out for
9
analytic tools
10
invisible paper
11
numerical invariance
Description:
Explore the final part of a three-part lecture series on Quillen metrics and applications, delivered by J.M Bismut from Université Paris Saclay. Delve into the fascinating world of gauged maps, vortices, and their moduli. Gain insights into historical comments and various applications, including coolant matrix, analytic torsion, and modular forms. Examine proofs utilizing both analytic and BCOV torsion, and identify key statements to watch for. Discover essential analytic tools and explore the concept of invisible paper. Conclude with a discussion on numerical invariance in this comprehensive 47-minute presentation by NCCR SwissMAP.

Quillen Metrics and Applications - Part 3: Gauged Maps, Vortices and Their Moduli

NCCR SwissMAP
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