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Paolo Benincasa | Cosmological Polytopes & Beyond
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Classroom Contents
Amplituhedra, Cluster Algebras, and Positive Geometry
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- 1 Jaroslav Trnka | Amplituhedron
- 2 Khrystyna Serhiyenko | Introduction to Cluster Algebras
- 3 Thomas Lam | Introductory Lecture on Positive Geometries
- 4 Anastasia Volovich | Scattering Amplitudes and Cluster Algebras
- 5 Marcus Spradlin | Scattering Amplitudes, Positive Geometry and the Amplituhedron
- 6 Carolina Figueiredo | All-order splits and multi-soft limits for particle and string amplitude
- 7 Yelena Mandelshtam | Combinatorics of m=1 Grasstopes
- 8 Nima Arkani-Hamed | Surface Kinematics and THE all-loop integrand for gluon amplitudes
- 9 Hugh Thomas | u-equations from finite dimensional algebras
- 10 Dani Kaufman | Affine Cluster Algebras
- 11 Ran Tessler | The magic number for the m=2 amplituhedron
- 12 Melissa Sherman-Bennett | Cluster algebras and tilings of amplituhedra
- 13 Amplituhedron 53024 Open Problems Forum
- 14 Yu tin Huang | Chambers and all loop geometry for four-point correlators
- 15 Evgeniya Akhmedova | The tropical amplituhedron
- 16 Lizzie Pratt | The Chow-Lam Form
- 17 Sebastian Seemann | Vandermonde cells as positive geometries
- 18 Chia Kai Kuo | Geometric transition from maximal SYM to ABJM
- 19 Lecheng Ren | Symbol alphabets from tensor diagrams
- 20 Paolo Benincasa | Cosmological Polytopes & Beyond
- 21 Shruti Paranjape | Loops in a loop expansion
- 22 Nick Early | Minimal Kinematics on $\mathcal{M}_{0,n}$, and beyond
