Geometrization for Haken Manifolds seminar

Following Danny Calegary/Nathan Dunfield to go through a complete proof of Thurston's theorem on geometrization for Haken manifolds

https://math.uchicago.edu/~dannyc/courses/geom/geom.html

Every Wednesday 3-5pm at Room 289

No seminar Oct 24 for Toronto conference

  1. Outline of Geometrization for non-fibered 3-manifold by Lei Chen (Sep 19. 2018 4-5pm): (Needs to prove Masket's combination theorem and Maket's theorem next time)
  2. Leopard spots and the reduction to Kra's theta conjecture by Nate Sagman (Sep 26. 2018)
  3. Compactness results on quadratic differentials of Otal by Dmitri Gekhtman (Oct 3. 2018)
  4. McMullen's proof of Theta Conjecture of Otal by Lei (Oct 10. 2018)
  5. Chapter 6, proof of Thurston fixed point theorem by Nate(Oct 17. 2018)
  6. Chapter 6 finishing proof of Thurston fixed point theoremby Dmitri (Nov 7th. 2018)
  7. Andreev's theorem by Lei (Nov 14.2018)
  8. Outline of Geometrization for fibered 3-manifolds by Nate/Dmitri(Nov 21. 2018) (Following Thurston's paper Hyperbolic structures 2)
  9. The double limit Theorem by Nate/Dmitri(Nov 28. 2018)
  10. Outline of Virtual Haken conjecture by Lei (Dec 5.. 2018) (Following Danny's notes, or next quarter)