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    Nonlinear Perturbation of Linear Programs

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    File(s)
    TR326.pdf (1.074Mb)
    Date
    1978
    Author
    Mangasarian, Olvi
    Meyer, Robert
    Publisher
    University of Wisconsin-Madison Department of Computer Sciences
    Metadata
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    Abstract
    The objective function of any solvable linear program can be perturbed by a differentiable, convex or Lipschitz continuous function in such a way that (a) a solution of the original linear program is also a Karush-Kuhn-Tucker point, local or global solution of the perturbed program, or (b) each global solution of the perturbed problem is also a solution of the linear program.
    Permanent Link
    http://digital.library.wisc.edu/1793/58094
    Type
    Technical Report
    Citation
    TR326
    Part of
    • CS Technical Reports

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