  Lecture 1. Algebraic properties of correlators in 2D topological field
theory. Moduli of a 2D TFT and WDVV equations of associativity.
  Lecture 2. Equations of associativity and Frobenius manifolds. Deformed flat
connection and its monodromy at the origin.
  Lecture 3. Semisimplicity and canonical coordinates.
  Lecture 4. Classification of semisimple Frobenius manifolds.
  Lecture 5. Monodromy group and mirror construction for semisimple Frobenius
manifolds.
