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0-I equivalent 0-I MODEL algorithm arborescence 9 Bl local search dates are required deﬁne denote the ﬁrst denote the ordered DFCs digraph G directed path dual multipliers due dates Execute procedure updating f denote f to node false Execute procedure false Obtain feasible ﬁeld ﬁnding a minimum ﬁnite ﬁrst node ﬁxed given node heuristic identiﬁed IP(f L.F. Escudero Lagrangian Relaxation last node lower bound minimum weight Hamiltonian node g nodes pair optimal solution ordered set path from node PFCs potential precedence forcing constraints precedence relationships predecessor path procedure for obtaining procedure restricted relaxation techniques release and due release date resp restricted TRIA-2 root at node satisﬁed search sequence 6.4 sequence 5.5 sequence 6.2 sequence see Figure SEQUENCES FOR CUT SEQUENTIAL ORDERING PROBLEM set of nodes setup speciﬁed tighter TRIA-2 local search TRIA-I type of constraints weight Hamiltonian path window and precedence