Resumen de A combinatorial calculation of the Landau–Ginzburg model M = C3, W = z1 z2 z3
The aim of this paper is to apply ideas from the study of Legendrian singularities to a specific example of interest within mirror symmetry. We calculate the Landau–Ginzburg A-model with M = C3, W = z1z2z3 in its guise as microlocal sheaves along the natural singular Lagrangian thimble L = Cone(T 2) ⊂ M. The description we obtain is immediately equivalent to the B-model of the pair-of-pants P1\{0, 1,∞} as predicted by mirror symmetry.
