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Showing 1 to 5 of 5 for “"Matrix splitting"”.

  1. Linear and nonlinear semidefinite relaxations of some NP-hard problems

    … of Quadratic Assignment Problem (QAP) based on matrix splitting. We characterize an optimal subset of all valid matrix splittings and propose a method to find them by solving a tractable auxiliary problem. A new matrix splitting scheme called sum-matrix splitting is also proposed and its …

    uiuc Repository record for Linear and nonlinear semidefinite relaxations of some NP-hard problems (opens in a new tab)

  2. ADMM Based Methods for Time-Domain Decomposition Formulations of Optimal Control Problems

    … to be kept in memory globally. Different TDD splittings lead to different ADMM variants. ADMM convergence analyses are derived from a matrix-splitting view and from the equivalence to the Douglas-Rachford algorithm applied to the dual problem, and are applied to these different variants. The …

    rice Repository record for ADMM Based Methods for Time-Domain Decomposition Formulations of Optimal Control Problems (opens in a new tab)

  3. A characterization of the fracture behavior of thick, notched, laminated graphite/epoxy composites

    … from the adjacent +45° plies and failed by matrix splitting parallel to the fibers. The surface 0° plies failed by broken fibers along a +45° line in association with matrix splitting parallel to the fibers in the +45° plies. The thick [0/±45]<sub>ns</sub> laminates exhibited a surface …

    vt Repository record for A characterization of the fracture behavior of thick, notched, laminated graphite/epoxy composites (opens in a new tab)

  4. Distributed Newton-type algorithms for network resource allocation

    … implementation requires computation intensive matrix inversion operations, which couple information across the network, hence cannot be implemented in a decentralized way. This thesis develops and analyzes Newton-type (second-order) distributed methods for network resource allocation problems. …

    mit Repository record for Distributed Newton-type algorithms for network resource allocation (opens in a new tab)

  5. Numerical simulation of microwave heating of a target with temperature dependent electrical properties in a single-mode cavity

    … by this finite-difference approximation has a matrix that is large and non-Hermitian. However, we find that it may be splitted into the sum of a real symmetric matrix and a relatively low-rank matrix. The symmetric system represents the discretization of Helmholtz equation inside an empty and …

    njit Repository record for Numerical simulation of microwave heating of a target with temperature dependent electrical properties in a single-mode cavity (opens in a new tab)