“…j∈ ECP e i j ≤ K 1 , ∀i ∈ BS (10) j∈ gNB e i j ≤ K 2 , ∀i ∈ ECP (11) j∈ gNB ∪ T P e i j ≤ K 3 , ∀i ∈ gNB (12) Constraints (10)-(12) limit the maximum number of the child nodes that BS, ECP, and gNB could accommodate, respectively. e i j ≤ b e , ∀i ∈ BS , ∀ j, e ∈ ECP (13) e i j ≤ b e , ∀i, e ∈ ECP , ∀ j ∈ gNB (14) e i j ≤ c n , ∀i ∈ gNB ∪ ECP , ∀ j, n ∈ gNB (15) e i j ≤ c n , ∀i, n ∈ gNB , ∀ j ∈ gNB ∪ T P (16) Constraints(13)-(16) limit the network connectivity to ensure the integrity of the network. e i j , b e , c n ∈ {0, 1} , ∀i, j ∈ , ∀e ∈ ECP , ∀n ∈ gNB (17) Constraint (17) represents that the value of each entry in e i j , b e and c n is 0 or 1.…”