[formula omitted]-functional and J-holomorphic curves in Kähler manifolds.

In this paper, we give another variational characterization of J M -holomorphic curves in Kähler manifolds, generalizing our results in [1] . We prove that if the functional L p has a critical point or a stable point in the fixed Kähler class, then the immersion is J M -holomorphic or Lagrangian. [ABSTRACT FROM AUTHOR]