Trasformazioni olomorficamente proiettive su una varietà munita di una pseudoconnessione lineare che conserva una struttura quasi complessa

Abstract

Given a manifold with an almost complex structure T, we study the holomorphically projective transformation of the pseudoconnections which preserve the structure. Moreover, we caracterize the vector fields which preserve the holomorphically planar curves,with respect to a half-symmetric pseudoconnection, and we prove that they form a Lie algebra.