Radiative transfer through a cloud with stochastic clumps is studied into an abstract Banach space setting. By using a generalized Fourier expansion, a sequence of evolution equations is deduced, which approximates the exact evolution equation for the expectation.
A Fourier-Iike method for the expectation problem in stochastic transport theory / L. Barletti. - In: TRANSPORT THEORY AND STATISTICAL PHYSICS. - ISSN 0041-1450. - STAMPA. - 27(3/4):(1998), pp. 289-302. [10.1080/00411459808205626]
A Fourier-Iike method for the expectation problem in stochastic transport theory
BARLETTI, LUIGI
1998
Abstract
Radiative transfer through a cloud with stochastic clumps is studied into an abstract Banach space setting. By using a generalized Fourier expansion, a sequence of evolution equations is deduced, which approximates the exact evolution equation for the expectation.
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