A long-lived very light pseudoscalar boson would favor lepton flavor violating transitions of charged leptons. Its implications on the li → ljγγ, and li → lje + e − transitions are investigated. Assuming that 2me < m φ < mµ, it is found that the inequality B(li → ljγγ) < B(li → lj e + e − ) is hold. The experimental constraints on the decays li → ljγ, li → ljl k l k , and li → ljγγ are used to bound the φlilj couplings. PACS numbers: 12.60.Fr,14.80.Bn,11.30.Fs In the standard model (SM) the couplings of the Higgs boson to the remaining massive particles are thoroughly determined, which should be considered an outstanding feature of the model. This allowed the CERN large electron positron (LEP) collider to conclude its operative stage with a significantly strong lower bound on the Higgs boson mass of around 115 GeV [1]. However, as long as additional scalars are included in the theory, the Higgs boson masses become more difficult to bound due to the proliferation of free parameters. The bonus is the appearance of interesting new physics effects such as lepton flavor violating (LFV) and flavor changing neutral currents (FCNC) transitions, which can be mediated by the new Higgs bosons at the tree level. In particular, there are well motivated theoretical arguments that favor the existence of a very light scalar or pseudoscalar particle, which would have remained undetected so far because it would interact very weakly with ordinary matter. Since the Higgs boson masses are typically of the same order of the Fermi scale, extended scalar sectors do not lead automatically to the presence of light scalars, unless an unnatural fine tuning is implemented between all the parameters of the Higgs potential. However, an exception occurs if the theory possesses an approximate global symmetry. If such a symmetry exits and is spontaneously broken, a massless Goldstone boson arises, but if it is only approximate, a massive state arises, which is naturally light. This symmetry is only approximate because a small explicit symmetry breaking can be introduced in the classical Lagrangian or generated through quantum effects such as anomalies. The most common example is the axion . In this case, the Higgs potential possesses an exact global U (1) × U (1) symmetry in the limit of vanishing λ 5 . As pointed out in Refs. [6,7], this particle has a very interesting phenomenology if its mass is below 200 MeV.We are interested in studying some phenomenological implications of LFV transitions mediated by a very light pseudoscalar boson φ, with 2m e < m φ < m µ . We will focus on the three-body transitions l i → l j γγ and l i → l j e + e − , with l i = µ, τ and l j = e, µ. Although Higgs-mediated LFV effects have long attracted considerable attention [8,9], the current evidences of nonzero mass for the neutrinos [10] has renewed the interest in this issue, and particularly in the potential role that spin zero particles may play [11,12]. In our case, the key ingredient is the φ mass range, which imposes severe kinematical restrictions on the...