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Modification of the ‘double local estimate’ of the Monte Carlo method in radiation transfer theory
Published/Copyright:
November 15, 2011
Abstract
The problem of probing a medium with a ‘leader’ is considered in the paper. To do that, a biased modification of the ‘double local estimate’ of the Monte Carlo method is studied. In addition, its nonbiased modification with a finite variance (combined double local estimate) is proposed.
Published Online: 2011-11-15
Published in Print: 2011-November
© de Gruyter 2011
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- Tensor conjugate-gradient-type method for Rayleigh quotient minimization in block QTT-format
- Modification of the ‘double local estimate’ of the Monte Carlo method in radiation transfer theory
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Articles in the same Issue
- Calculation of hydrodynamic loads at solid boundaries of the computation domain by the ISPH method in problems with free boundaries
- Tensor conjugate-gradient-type method for Rayleigh quotient minimization in block QTT-format
- Modification of the ‘double local estimate’ of the Monte Carlo method in radiation transfer theory
- Weighted modification of the majorant frequency method for solution of nonlinear kinetic equations
- Application of the natural element method for solution of problems of fluid dynamics with free boundaries
