Lifting Topological Recursion to Geometric Recursion

In previous talks, Geometric Recursion (GR) was introduced, as well as the principle of Topological Recursion (TR), for which some examples were furnished.  Both procedures allow to produce, from initial data, an infinite family of "invariants". The question we tackle here is the relation between those families of invariants and between the initial data. The aim of this talk is to show that, starting from TR with a certain class of spectral curves, one can reproduce the same invariants by GR.