“…According to the properties of Kronecker product, we can get that Re i (I N ⊗ A − cH ⊗ BB T P) < 0, ∀i = 1, 2, … , Nn. Hence, there must exist constants > 0 and > 0 such that (4) with the triggered function (5). Let Assumption 1 and Assumption 2 hold, if there exist > 0, 0 < < − 1, > 0 and K = cB T P, with c and P decided by (6) and (7), and and related to (8), for any bounded delays ≥ 0, the leader can be tracked by the followers and the Zeno behavior can be avoided.…”