Spectral curves and the Schrödinger equations for the Eynard–Orantin recursion
Spectral curves and the Schrödinger equations for the Eynard–Orantin recursion
It is predicted that the principal specialization of the partition function of a B-model topological string theory, that is mirror dual to an A-model enumerative geometry problem, satisfies a Schrödinger equation, and that the characteristic variety of the Schrödinger operator gives the spectral curve of the B-model theory, when an …