Feb 6. Intro: Discrete vs Continuous.
Feb 8. Orthonormal Representations I: connectivity.
Feb 13. Orthonormal Representations II: perfection.
Feb 15. Orthonormal Representations III: the many faces of theta.
Feb 22. Orthonormal representations IV: algorithms.
Feb 27. Conic representations I: oracles.
Mar 1. Conic representations II: Lift-and-project.
Mar 8. Conic representations III. Mohammad Mahdian
Mar 13. Spectral representations I: the CdeV invariant.
Mar 15. Spectral representations II: planarity.
Mar 20. Spectral representations III. Fumei Lam.
Mar 22. Spectral representations IV. Jan Vondrak.
Apr 3. Spectral representations V. spheres.
Apr 5. Spectral representations VI: Fabrizio Caselli.
Apr 10. Spectral representations VII: ordering.
Apr 12. Spectral representations VIII: clustering.
Apr 19. Lattice algorithms I: from Minkowski ..
Apr 24. Lattice algorithms II: .. to Lovasz.
Apr 26. Lattice algorithms III: Tony Chiang.
May 1. Lattice algorithms IV: Jose Correa.
May 3. Geometric random walks I: volume computation.
May 8. Geometric random walks II: Nitin Thaper.
May 10. Geometric random walks III: Rados Radoicic.
May 15. Piotr Mitros.
May 17. Geometric random walks IV: convex optimization.