Statistical convergence, built on the density of natural numbers, was independently defined by Steinhaus and Fast in 1951, has become one of the most active mathematics research areas. Many authors have recently thought about it in various metric spaces, and many valuable results have been obtained. In this work, we propose the notions of λ−statistical convergence and λ−statistical Cauchy sequences in intuitionistic fuzzy metric spaces. Afterward, we establish the relation between these concepts.