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    On the Convergence of an Inexact Primal-Dual Interior Point Method for Linear Programming 

    Baryamureeba, Venansius; Steihaug, Trond (Springer, 2005)
    The inexact primal-dual interior point method which is discussed in this paper chooses a new iterate along an approximation to the Newton direction. The method is the Kojima, Megiddo, andMizuno globally convergent ...
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    A Review of Termination Rules of an Inexact Primal-Dual Interior Point Method for Linear Programming Problems 

    Baryamureeba, Venansius; Steihaug, Trond; El Ghami, Mohamed (Investigación Operacional, 2018)
    In this paper we apply the Inexact Newton theory on the perturbed KKT-conditions that are derived from the Karush-Kuhn-Tucker optimality conditions for the standard linear optimization problem. We discuss different ...
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    Application of a Class of Preconditioners to Large Scale Linear Programming Problems 

    Baryamureeba, Venansius; Steihaug, Trond; Zhang, Yin (Springer, 1999)
    In most interior point methods for linear programming, a sequence of weighted linear least squares problems are solved, where the only changes from one iteration to the next are the weights and the right hand side. The ...

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    Author
    Baryamureeba, Venansius (3)
    Steihaug, Trond (3)
    El Ghami, Mohamed (1)Zhang, Yin (1)
    Subject
    Convergence (1)Global convergence (1)Inexact search direction (1)Infeasible interior point algorithm (1)Linear optimization (1)Linear Programming (1)Linear programming (1)Parallel processing (1)Preconditioners (1)Primal-dual (1)... View More
    Date Issued
    2010 - 2018 (1)2000 - 2009 (1)1999 - 1999 (1)
    Has File(s)
    Yes (3)

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