Pang J S,GabrielA.A robust algorithm for the nonlinear complementarity problem[J].Math Prog,1993,60:295ˉ337.
[5]
Mangasarian O l,SolodovM V.Nonlinear complementarity as unconstrsined and constrained minimization[J].Mathematical Programming,1993,62(B):277ˉ297.
[6]
Bertsekas D P,GafniE M.Projection method for variational inequalities with applications to the traffic assignment problem[J].Mathematical Programming Study,1982,17:139ˉ159.
[7]
Dagermos S.Traffic equilibrum and variational inequalities[J].Transportation Sciene,1980,14:42ˉ54.
[8]
HarkerP T,Pang J S.Finiteˉdimensional variational inequality and nonlinear complementarity problems:A survey of theory,algoˉrithms and applications[J].Mathematical Programming,1990,48:161ˉ220.
[9]
Nagurney A,Ramanujam P.Transportation network policy modeling with goal targets and generalized penalty functions[J].Transportation Science,1996,30:3ˉ13.
[10]
SolodovM V,SvaiterB F.A new projectionmethod for variational inequality[J].SIAM JControlOptim,1999,37(3):765ˉ776.
[11]
W angY J,XiuN H,Zhang JZ.Modified extragradientˉtypemethod for variational inequalities and verification of the existence of solutions[J].JOptim Theory Appl,2003,119(1):167ˉ183.
[12]
He Yiˉran.A new double projection algorithm for variational inequalities[J].J ComputApplMath,1998,19:831ˉ836.
[13]
Geiger C,Kanzow C.On the solution ofmonotone complementarity problem[J].ComputOptim Appl,1996,5:155ˉ172.