theorem

Theorem 19.11

Entry-context residual lower bound

Theorem 19.11 (Entry-context residual lower bound). Every regular controller presenting LL satisfies BMent≥ηD(L).B_M^{\mathrm{ent}}\ge\eta_D(L). Consequently βD(L)≥ηD(L)≥γD(L).\boxed{ \beta_D(L)\ge\eta_D(L)\ge\gamma_D(L). }