Vladimir Belavin is to present a seminar entitled: A Unified description of Minimal String Theory: Frobenius Manifolds, Spectral Curves and Topological Recursion

The minimal string possesses four equivalent algebraic descriptions: two based on Frobenius manifolds and two on spectral curves. The explicit correspondence between these four formulations is established at genus zero, the role of the resonance transformation is clarified, and the recently established $x\leftrightarrow y$ spectral-curve duality is realized at tree level as a change of frame in the generalized Kontsevich integral transform.