Recordings

N.K. Chidambaram – Moduli space of curves and its intersection theory

• Exercises

P. Gregori – Resurgence

• Exercises

R. Kramer – Reducible topological recursion

• Exercises

P. Lorenzoni – Hamiltonian systems and Dubrovin–Frobenius manifolds

• Lecture 1, 2, 3, 4 and exercises

K. Osuga – Super topological recursion

• Exercises

B. Eynard – Introduction to topological recursion

• Exercises

E. Garcia-Failde – Counting maps and matrix models

• Lecture 1

• Lecture 2

• Exercises

D. Lewański – Hurwitz theory

• Lecture 1

• Lecture 2

• Exercises

G. Borot – Moduli space of curves and Givental formalism

• Lecture 1

• Lecture 2

• Exercises

B. Eynard – Deformation theory in topological recursion

• Lecture 1

• Lecture 2

• Reference

N. Orantin and O. Marchal – Quantum curves

• Lecture 1

• Lecture 2

• Lecture 3

• Notes and exercises