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Improving Hierarchical Monte Carlo Radiosity Algorithms

Jackson Pope, Alan Chalmers, Improving Hierarchical Monte Carlo Radiosity Algorithms. The 8-th International Conference in Central Europe on Computer Graphics, Visualization and Interactive Digital Media 2000. ISBN 80-7082-612-6, pp. 244–251. February 2000. No electronic version available. External information

Abstract

Hierarchical subdivision techniques remove the need for a-priori meshing of surfaces when approximating global illumination. In addition they allow a progressive refinement of the solution. However, when subdivision is based upon Monte Carlo methods, due to the stochastic nature of such techniques, subdivision decisions cannot be made unless a sufficiently large number of samples have been considered. Shadow boundaries are one of the main features such subdivision algorithms are designed to detect, but mesh elements that are in shadow receive less light, and hence are slower to subdivide. In this paper we investigate methods for modifying the Monte Carlo hierarchical subdivision algorithm to improve the detection of shadow boundaries and caustics.

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