On Topological 1D Gravity. I

Abstract

In topological 1D gravity, the genus zero one-point function combined with the gradient of the action function leads to a spectral curve and its special deformation. After quantization, the partition function is identified as an element in the bosonic Fock space uniquely specified by the Virasoro constraints.

References in corpus (1)

• Quantum Deformation Theory of the Airy Curve and Mirror Symmetry of a Point

Cited by in corpus (1)

• On a Mean Field Theory of Topological 2D Gravity