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French mathematicians
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Classroom Contents
An Introduction to Rigid Local Systems
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- 1 Introduction
- 2 Overview
- 3 simplicial homology
- 4 boundary operator
- 5 cohomology space
- 6 commology group
- 7 differential
- 8 Ramcomology
- 9 Local systems
- 10 Linear D
- 11 Riemann Hilbert Correspondence
- 12 Summary
- 13 Topology
- 14 Rigidity
- 15 Finitely presented groups
- 16 Isomorphic representations
- 17 Rigid local systems
- 18 Magulis super agility
- 19 Lebowsky and Magulis
- 20 Attribute geometry
- 21 Basic properties
- 22 Complex variations
- 23 Simpsons motivity
- 24 Geometric origin
- 25 Monotony theorem
- 26 Simpson contracture
- 27 Integrality
- 28 The plan
- 29 Theorem
- 30 French mathematicians
- 31 Continuous local systems
- 32 Glocal systems
- 33 Applications
