Workshop on Nonlinear Algebra and Combinatorics from Physics

Workshop on Nonlinear Algebra and Combinatorics from Physics

Harvard CMSA via YouTube Direct link

Melissa Sherman Bennet | The hypersimplex and the m=2 amplituhedron

6 of 13

6 of 13

Melissa Sherman Bennet | The hypersimplex and the m=2 amplituhedron

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Workshop on Nonlinear Algebra and Combinatorics from Physics

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  1. 1 Federico Ardila | Nonlinear spaces from linear spaces
  2. 2 Chris Eur | Tautological classes of matroids
  3. 3 Nick Early | Biadjoint Scalars and Associahedra from Residues of Generalized Amplitudes
  4. 4 Anna Seigel | Invariant theory for maximum likelihood estimation
  5. 5 Matteo Parisi | Amplituhedra, Scattering Amplitudes, and Triangulations
  6. 6 Melissa Sherman Bennet | The hypersimplex and the m=2 amplituhedron
  7. 7 Claudia Fevola | Nonlinear Algebra meets Feynman integrals
  8. 8 Simon Telen | Landau discriminants
  9. 9 Christian Gaetz | 1-skeleton posets of Bruhat interval polytopes
  10. 10 Madeleine Brandt | Top Weight Cohomology of $A_g$
  11. 11 Emma Previato | Sigma function on curves with non-symmetric semigroup
  12. 12 Sebastian Mizera | Feynman Polytopes
  13. 13 Nima Arkani Hamed | Spacetime, Quantum Mechanics, and Combinatorial Geometries at Infinity

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