An adaptive tailored finite point scheme combined with the recursive skeleton method produces a reusable explicit multilevel decomposition of the inverse operator for sequences of steady-state RTEs arising from implicit time discretization.
Two uniform tailored finite point schemes for the two dimensional discrete ordinates transport equations with boundary and interface layers
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Fast Algorithm For Solving Time-dependent Multiscale radiative transport Equation
An adaptive tailored finite point scheme combined with the recursive skeleton method produces a reusable explicit multilevel decomposition of the inverse operator for sequences of steady-state RTEs arising from implicit time discretization.