Accelerated quasi Monte Carlo integration of the radiative transfer equation.

Computer Science

Scientific paper

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Scientific paper

Backward Monte Carlo integration of the radiative transfer equation is the technique most easily adapted to complex scattering geometries. However, backward Monte Carlo integration suffers from two disadvantages: the accuracy is often low because the solution calls for the evaluation of high-dimensional integrals, and convergence of the multiple scattering series is slow if the photons are only weakly absorbed by the medium. In this paper, the author demonstrates that the errors from both sources can be substantially reduced.

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