摘要
In this letter we mainly present the following results that have been proved. Theorem 1. If L is a relatively complemented distributive lattice, then there exists only, one complete Boolean lattice （?） and a complete imbedding f from L into （?） such that there exists a family {S<sub>α</sub>}<sub>α∈Δ</sub> of non-vacuous subset of L satisfying ζ=（?） [∧f（S<sub>α</sub>）] for ζ∈（?）. And duality conclusion is also true.
