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Rafael Oliveira | Invariant theory, noncommutative optimization and applications Pt. II
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Classroom Contents
Noncommutative Analysis, Computational Complexity, and Quantum Information
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- 1 Ankit Garg | Invariant theory, noncommutative optimization and applications Pt. I
- 2 Rafael Oliveira | Invariant theory, noncommutative optimization and applications Pt. II
- 3 Aram Harrow | Sum-of-squares hierarchies and quantum information
- 4 Boaz Barak | The Bayesian view of optimization and the quantum separability problem
- 5 Vern Paulsen | Algebras and Synchronous Games
- 6 Ion Nechita | Compatibility of quantum measurements and inclusion of free spectrahedra
- 7 Jason Altschuler | Simple, practical, nearly-optimal algorithms for matrix scaling
- 8 David Gosset | Approximation algorithms for quantum many-body problems
- 9 Suvrit Sra | Some non-convex optimization problems through a geometric lens
- 10 Jurij Volčič | Matricial singularities of noncommutative polynomials
- 11 Salma Kuhlmann | Fields of Generalized Power Series
- 12 Victor Vinnikov | Germs of nc analytic functions at a matrix point
