A quasi-Monte Carlo plus localized multiscale method for the random Helmholtz equation is proposed, but the proof of its central wavenumber-explicit error estimate has serious gaps for d=2.
Chaumont-Frelet and F
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A quasi-Monte Carlo multiscale method for the wave propagation in random media
A quasi-Monte Carlo plus localized multiscale method for the random Helmholtz equation is proposed, but the proof of its central wavenumber-explicit error estimate has serious gaps for d=2.