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- W40043899 abstract "Integral equations are derived to provide the expected statistical error in any biased Monte Carlo transport calculation. The equations result from a generalization of a recent formulation by Amster and Djomehri. The present treatment is general enough to handle situations where more than one particle emerge from a collision with distribution in the statistical weights. These formulations have been used to obtain the variance and the number of collisions per history in a few Monte Carlo schemes using exponential transform. The schemes considered include procedures such as splitting, weighting in lieu of absorption, and next-event estimation. Optimization of different procedures as well as their comparative merits are discussed for a sample one-group problem. 8 references." @default.
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- W40043899 date "1979-06-01" @default.
- W40043899 modified "2023-09-23" @default.
- W40043899 title "Prediction of statistical error and optimization of biased Monte Carlo transport calculations. [Integral equations]" @default.
- W40043899 hasPublicationYear "1979" @default.
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