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Variational inequality problems with a continuum of solutions: Existence and computation.

By P.J.J. Herings, A.J.J. Talman and Z.F. Yang
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  15. (1990). Numerical Continuation Methods: An Introduction,
  16. (1960). On continuity of fixed points under deformations of continuous mappings”,
  17. (1966). On some nonlinear elliptic differential functional equations”,
  18. (1971). On the basic theory of complementarity”,
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