Combinatorial Algebraic Geometry - Tropical and Real

Combinatorial Algebraic Geometry - Tropical and Real

International Centre for Theoretical Sciences via YouTube Direct link

The Tropical Limit of String Theory and Feynman Integrals by Piotr Tourkine

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18 of 32

The Tropical Limit of String Theory and Feynman Integrals by Piotr Tourkine

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Combinatorial Algebraic Geometry - Tropical and Real

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  1. 1 Circular Fence Posets and Associated Polytopes with Unexpected Symmetry by Mohan Ravichandran
  2. 2 Geometry of tropical varieties with a view toward applications (Lecture 1) by Omid Amini
  3. 3 Forbidden Patterns in Tropical Planar Curves by Ayush Kumar Tewari
  4. 4 Geometry of tropical varieties with a view toward applications (Lecture 2) by Omid Amini
  5. 5 Shrinking Dynamics on Tropical Series by Nikita Kalinin
  6. 6 Vertex gluings and Demazure products by Nathan Pflueger
  7. 7 Scattering Amplitudes from Positive Geometries by Pinaki Banerjee
  8. 8 Geometry of tropical varieties with a view toward applications (Lecture 3) by Omid Amini
  9. 9 Newton Polytopes and parameter estimation in reaction networks by Nidhi Kaihnsa
  10. 10 Connecting tropical intersection theory with polytope algebra in types A and B by Alex Fink
  11. 11 Geometry of tropical varieties with a view toward applications (Lecture 4) by Omid Amini
  12. 12 Large deviations for random hives and the spectrum of the sum of two random.. by Hariharan Narayanan
  13. 13 Singular Hodge Theory for Combinatorial Geometries by Jacob Matherne
  14. 14 Optimization and Tropical Combinatorics (Lecture 1) by Michael Joswig
  15. 15 Quantum Geometry of Matroids by Dhruv Ranganathan
  16. 16 Generalizing GKZ secondary fan using Berkovich geometry by Tony Yue Yu
  17. 17 Algebraic and Convex Geometry of Sums of Squares on Varieties (Lecture 1) by Greg Blekherman
  18. 18 The Tropical Limit of String Theory and Feynman Integrals by Piotr Tourkine
  19. 19 Optimization and Tropical Combinatorics (Lecture 2) by Michael Joswig
  20. 20 Tropical Quantum Field Theory, Mirror Polyvector Fields and Multiplicities... by Helge Ruddat
  21. 21 Algebraic and Convex Geometry of Sums of Squares on Varieties (Lecture 2) by Greg Blekherman
  22. 22 Dimers and Beauville Integrable systems by Terrence George
  23. 23 A continuous associahedron of type A by Maitreyi Kulkarni
  24. 24 From Gentle algebras to S-matrix in Quantum Field Theory by Alok Laddha
  25. 25 Bitangents to plane quartics - tropical, real and arithmetic count by Hannah Markwig
  26. 26 optimization and Tropical Combinatorics (Lecture 3) by Michael Joswig
  27. 27 Update on Tropical Schemes by Diane Maclagan
  28. 28 Algebraic and Convex Geometry of Sums of Squares on Varieties (Lecture 3) by Greg Blekherman
  29. 29 Vector Bundles on Riemann Surfaces and Metric Graphs by Martin Ulirsch
  30. 30 Optimization and Tropical Combinatorics (Lecture 4) by Michael Joswig
  31. 31 Algebraic and Convex Geometry of Sums of Squares on Varieties (Lecture 4) by Greg Blekherman
  32. 32 Vector Bundles on Riemann Surfaces and Metric Graphs by Martin Ulirsch

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