Bjorn Engquist
Affiliations: | University of California, Los Angeles, Los Angeles, CA |
Area:
MathematicsGoogle:
"Bjorn Engquist"Children
Sign in to add traineeDoreen R. De Leon | grad student | 2000 | UCLA |
Madison B. Gray | grad student | 2001 | UCLA |
Chia-Ming Wang | grad student | 2005 | UCLA |
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Publications
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Xu Q, Engquist B, Solaimanian M, et al. (2020) A new nonlinear viscoelastic model and mathematical solution of solids for improving prediction accuracy. Scientific Reports. 10: 2202 |
Xu Q, Engquist B. (2018) A mathematical model for fitting and predicting relaxation modulus and simulating viscoelastic responses. Proceedings. Mathematical, Physical, and Engineering Sciences. 474: 20170540 |
Yang Y, Engquist B. (2018) Analysis of optimal transport and related misfit functions in full-waveform inversion Geophysics. 83 |
Yang Y, Engquist B, Sun J, et al. (2018) Application of optimal transport and the quadratic Wasserstein metric to full-waveform inversion Geophysics. 83: R43-R62 |
Engquist B, Zhao H. (2018) Approximate Separability of the Green's Function of the Helmholtz Equation in the High Frequency Limit Communications On Pure and Applied Mathematics. 71: 2220-2274 |
Frederick C, Engquist B. (2017) Numerical methods for multiscale inverse problems Communications in Mathematical Sciences. 15: 305-328 |
Engquist B, Frederick C, Huynh Q, et al. (2017) Seafloor identification in sonar imagery via simulations of Helmholtz equations and discrete optimization Journal of Computational Physics. 338: 477-492 |
Figueiredo IN, Leal C, Romanazzi G, et al. (2016) Homogenization model for aberrant crypt foci Siam Journal On Applied Mathematics. 76: 1152-1177 |
Lee Y, Engquist B. (2016) Multiscale numerical methods for passive advection-diffusion in incompressible turbulent flow fields Journal of Computational Physics. 317: 33-46 |
Engquist B, Froese BD, Tsai YHR. (2015) Fast sweeping methods for hyperbolic systems of conservation laws at steady state II Journal of Computational Physics. 286: 70-86 |