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    A Conservative Discontinuous Galerkin Scheme With O(N-2) Operations In Computing Boltzmann Collision Weight Matrix 

    Gamba, I. M.; Zhang, C. L. (2014-07)
    In the present work, we propose a deterministic numerical solver for the homogeneous Boltzmann equation based on Discontinuous Galerkin (DG) methods. The weak form of the collision operator is approximated by a quadratic ...
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    A Fast Conservative Spectral Solver For The Nonlinear Boltzmann Collision Operator 

    Gamba, I. M.; Haack, J. R.; Hu, J. W. (2014-07)
    We present a conservative spectral method for the fully nonlinear Boltzmann collision operator based on the weighted convolution structure in Fourier space developed by Gamba and Tharkabhushnanam.. This method can simulate ...
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    Fast Hybrid Algorithms For High Frequency Scattering 

    Engquist, B.; Tran, K.; Ying, L. X. (2009-03)
    This paper deals with numerical methods for high frequency wave scattering. It introduces a new hybrid technique that couples a directional fast multipole method for a subsection of it scattering surface to an asymptotic ...

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    AuthorGamba, I. M. (2)Engquist, B. (1)Haack, J. R. (1)Hu, J. W. (1)Tran, K. (1)Ying, L. X. (1)Zhang, C. L. (1)Subjectequation (3)
    physics, applied (3)
    boltzmann equation (2)2 dimensions (1)boundary integral (1)conservative method (1)directional fast multipole method (1)discontinuous galerkin method (1)helmholtz equation (1)high frequency scattering (1)... View MoreDate Issued2014 (2)2009 (1)Department
    Mathematics (3)
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