On the Space Complexity of Linear Programming with Preprocessing

    ITCS, pp. 293-300, 2016.

    Cited by: 4|Bibtex|Views12|Links
    EI

    Abstract:

    It is well known that Linear Programming is P -complete, with a logspace reduction. In this work we ask whether Linear Programming remains P -complete, even if the polyhedron (i.e., the set of linear inequality constraints) is a fixed polyhedron, for each input size, and only the objective function is given as input. More formally, we...More

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