In this work, we have studied lepton flavor violating (LFV) decays of Z gauge boson and Higgs boson (H) in the scotogenic model. We have computed branching ratios for the decays $$Z\rightarrow \ell _\alpha \ell _\beta $$
Z
→
ℓ
α
ℓ
β
and $$H\rightarrow \ell _\alpha \ell _\beta $$
H
→
ℓ
α
ℓ
β
in this model. Here, $$\ell _\alpha $$
ℓ
α
and $$\ell _\beta $$
ℓ
β
are different charged lepton fields. After fitting to the neutrino oscillation observables in the scotogenic model, we have found that the branching ratios for the LFV decays of Z and H can be as large as $$\sim 10^{-8}$$
∼
10
-
8
and $$\sim 10^{-3}$$
∼
10
-
3
respectively. However, after satisfying the constraints due to non-observation of $$\ell _\alpha \rightarrow \ell _\beta \gamma $$
ℓ
α
→
ℓ
β
γ
decays, the above mentioned branching ratio results are found to be suppressed by a factor of $$\sim 10^{-7}$$
∼
10
-
7
.