This　paper　mainly　focuses　on　the　leader　-　follower　exponential　consensus　tracking　problem　for　lure　multi-agent　systems　with　time-delays.　First,　the　one　leader　-　follower　consensus　tracking　is　discussed.　By　the　Lyapunov　function　and　the　feature　of　Lure　nonlinear　function,　sufficient　conditions　of　the　one　leader　-　follower　consensus　tracking　in　a　exponential　way　are　obtained　and　the　corresponding　static　output　feedback　controller　is　designed.　Furthermore,　we　extend　the　one　leader　follower　consensus　tracking　to　the　leadership　team　-　follower　consensus　tracking　with　a　disconnected　communication　topology　among　followers.　Using　the　Lyapunov　function　and　the　partial　stability　theory,　sufficient　conditions　of　leadership　team　-　follower　exponential　consensus　tracking　with　static　output　feedback　controllers　are　sought　out.　Finally,　two　numerical　examples　are　given　to　demonstrate　the　applicability　and　efficiency　of　the　proposed　schemes.