Norm retrieval in dynamical sampling form

In this article, we study the construction of norm retrievable frames that have a dynamical sampling structure. For a closed subspace W of Rⁿ, we show that when the collection of subspaces ^ W ∈ I is norm retrievable in Rⁿ for a unitary or Jordan operator A, then there always exists a collection of norm retrievable frame vectors that have a dynamical sampling structure in Rⁿ.