Monge-Ampere equations and generalized complex geometry. The   two-dimensional case
  We associate an integrable generalized complex structure to each 2-dimensional symplectic Monge-Amp\`ere equation of divergent type and, using the Gualtieri $\bar{\partial}$ operator, we characterize the conservation laws and the generating function of such equation as generalized holomorphic objects. 
Bertrand Banos