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    31
    Voted
    JSCIC
    2016
    46views more  JSCIC 2016»
    On the Global and Linear Convergence of the Generalized Alternating Direction Method of Multipliers
    10 years 26 days ago
    On the Global and Linear Convergence of the Generalized Alternating Direction Method of Multipliers
    Download  www.optimization-online.org
    The formulation min x,y f(x) + g(y), subject to Ax + By = b, where f and g are extended-value convex functions, arises in many application areas such as signal processing, imaging ...
    Wei Deng, Wotao Yin
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    JSCIC
    2016
    44views more  JSCIC 2016»
    Trace-Penalty Minimization for Large-Scale Eigenspace Computation
    10 years 26 days ago
    Trace-Penalty Minimization for Large-Scale Eigenspace Computation
    Download  www.caam.rice.edu
    Zaiwen Wen, Chao Yang, Xin Liu 0001, Yin Zhang
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    37
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    JSCIC
    2016
    46views more  JSCIC 2016»
    On the Proximal Jacobian Decomposition of ALM for Multiple-Block Separable Convex Minimization Problems and Its Relationship to
    10 years 26 days ago
    On the Proximal Jacobian Decomposition of ALM for Multiple-Block Separable Convex Minimization Problems and Its Relationship to
    Download  www.optimization-online.org
    The augmented Lagrangian method (ALM) is a benchmark for solving convex minimization problems with linear constraints. When the objective function of the model under consideration ...
    Bingsheng He, Hong-Kun Xu, Xiaoming Yuan
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    JSCIC
    2016
    42views more  JSCIC 2016»
    On Application of the Weak Galerkin Finite Element Method to a Two-Phase Model for Subsurface Flow
    10 years 26 days ago
    On Application of the Weak Galerkin Finite Element Method to a Two-Phase Model for Subsurface Flow
    Download  www.math.colostate.edu
    Victor Ginting, Guang Lin, Jiangguo Liu
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    JSCIC
    2016
    48views more  JSCIC 2016»
    Numerical Solutions for Weakly Singular Volterra Integral Equations Using Chebyshev and Legendre Pseudo-Spectral Galerkin Method
    10 years 26 days ago
    Numerical Solutions for Weakly Singular Volterra Integral Equations Using Chebyshev and Legendre Pseudo-Spectral Galerkin Method
    Download  www.math.hkbu.edu.hk
    In this paper we present and analyze Chebyshev and Legendre pseudo-spectral methods for the second kind Volterra integral equations with weakly singular kernel
    Xianjuan Li, Tao Tang, Chuanju Xu
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    JSCIC
    2016
    44views more  JSCIC 2016»
    Comparison of Convective Flux Discretization Schemes in Detached-Eddy Simulation of Turbulent Flows on Unstructured Meshes
    10 years 26 days ago
    Comparison of Convective Flux Discretization Schemes in Detached-Eddy Simulation of Turbulent Flows on Unstructured Meshes
    Download  nntu.ru
    Andrey Kozelkov, Vadim Kurulin, Vladislav Emelyano...
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    35
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    JSCIC
    2016
    56views more  JSCIC 2016»
    An Alternating Direction Method with Continuation for Nonconvex Low Rank Minimization
    10 years 26 days ago
    An Alternating Direction Method with Continuation for Nonconvex Low Rank Minimization
    Download  xllv.whu.edu.cn
    Zheng-Fen Jin, Zhongping Wan, Yuling Jiao, Xiliang...
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    31
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    JSCE
    2016
    51views more  JSCE 2016»
    A novel twin-shaft rotor layout with active magnetic couplings for vibration control
    10 years 26 days ago
    A novel twin-shaft rotor layout with active magnetic couplings for vibration control
    Download  opus.bath.ac.uk
    A novel rotor topology is proposed with the goal of reducing vibration in high speed rotor systems. Reduction in vibration at critical speeds is targeted. In essence, the novel to...
    Chris Lusty, M. Necip Sahinkaya, Patrick Keogh
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    JSC
    2016
    55views more  JSC 2016»
    Dual bases for noncommutative symmetric and quasi-symmetric functions via monoidal factorization
    10 years 26 days ago
    Dual bases for noncommutative symmetric and quasi-symmetric functions via monoidal factorization
    Download  www.researchgate.net
    We propose effective constructions of dual bases for the noncommutative symmetric and quasi-symmetric functions. To this end, we use an effective variation of Sch¨utzenberger...
    Van Chiên Bui, Gérard Duchamp, Vincel...
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    JSC
    2016
    55views more  JSC 2016»
    Numerically deciding the arithmetically Cohen-Macaulayness of a projective scheme
    10 years 26 days ago
    Numerically deciding the arithmetically Cohen-Macaulayness of a projective scheme
    Download  www3.nd.edu
    In numerical algebraic geometry, a witness point set W is a key object for performing numerical computations on a projective scheme X of pure dimension d > 0 defined over C. I...
    Noah S. Daleo, Jonathan D. Hauenstein
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