We evaluate the lepton flavor violating (LFV) decays of Higgs bosons H-->l(i)(+),+l(j)(-) in several extensions of the standard model (SM), including both the effective Lagrangian approach and several specific models. Within the effective Lagrangian case, we focus on the dimension-6 operators that induce LFV vertices for the Higgs and Z bosons. For those operators whose coefficients cannot be constrained by present data, we estimate a branching ratio (B.R.) of the order of 10(-1)-10(-2) for the LFV Higgs boson decays, which can be detected at future hadron colliders. For the other operators that are bounded by current limits on the LFV transition, there are strong bounds on e(-)mu transitions, which imply B.R.(H-->e mu)similar or equal to 10(-9); however, even in this case the decay modes H-->tau mu/taue are allowed to have a B.R. of the order 10(-1). In the case of the general two-Higgs-doublet model, we also obtain B.R.(H--tau mu/taue)similar or equal to 10(-1), whereas for the SM with massive neutrinos and the minimal supersymmetric-SM, the B.R.'s of the corresponding LFV Higgs decays are strongly suppressed.
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