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Eveliina Peltola - Gaussian free field and Schramm--Loewner Evolution (Part 2) - IPAM at UCLA
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Geometry, Statistical Mechanics, and Integrability Tutorials 2024
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- 1 Pavel Galashin - Introduction to cluster algebras (Part 1) - IPAM at UCLA
- 2 Nathanael Berestycki - Gaussian free field and Schramm--Loewner Evolution (Part 1) - IPAM at UCLA
- 3 Greta Panova - Symmetric Functions (Part 1) - IPAM at UCLA
- 4 Terrence George - Introduction to cluster algebras (Part 2) - IPAM at UCLA
- 5 Sanjay Ramassamy - Introduction to Discrete Integrable Systems (Part 1) - IPAM at UCLA
- 6 Marianna Russkikh - Embeddings & Statistical Mechanics (Part 2) - IPAM at UCLA
- 7 Marcin Lis - Embeddings & Statistical Mechanics (Part 1) - IPAM at UCLA
- 8 Eveliina Peltola - Gaussian free field and Schramm--Loewner Evolution (Part 2) - IPAM at UCLA
- 9 Leonid Petrov - From Random Tilings to Integrable Vertex Models (Part 1) - IPAM at UCLA
- 10 Greta Panova - Symmetric Functions (Part 2) - IPAM at UCLA
- 11 Cédric Boutillier - Dimer models and random tilings (Part 1) - IPAM at UCLA
- 12 Niklas Affolter - Introduction to Discrete Integrable Systems (Part 2) - IPAM at UCLA
- 13 Leonid Petrov - From Random Tilings to Integrable Vertex Models (Part 2) - IPAM at UCLA
- 14 Tomas Berggren - Dimer models and random tilings (Part 2) - IPAM at UCLA
