  Motivated by the works of Shiromoto [3] and Shi et al. [4], we study the
existence of MacWilliams type identities with respect to Lee and Euclidean
weight enumerators for linear codes over $\mathbb{Z}_{\ell}.$ Necessary and
sufficient conditions for the existence of MacWilliams type identities with
respect to Lee and Euclidean weight enumerators for linear codes over
$\mathbb{Z}_{\ell}$ are given. Some examples about such MacWilliams type
identities are also presented.
