Titlebook: Computational Intelligence Applied to Inverse Problems in Radiative Transfer; Ant?nio José da Silva Neto,José Carlos Becceneri,H Book 2023

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Some Geometric Probability Problemsion to the inverse radiative transfer problem, for the determination of the optical thickness, single scattering albedo, and diffuse reflectivities in the internal part of the boundary surfaces of one-dimensional homogeneous participating media. The results obtained with the combination of the GA me

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Probability and Its Applicationss application to the inverse radiative transfer problem, for the determination of the optical thickness, single scattering albedo, and diffuse reflectivities in the internal part of the boundary surfaces of one-dimensional homogeneous participating media. The results obtained with the combination of

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Some Geometric Probability Problemsand its application to the inverse radiative transfer problem, for the determination of the optical thickness, single scattering albedo, and diffuse reflectivities in the internal part of the boundary surfaces of one-dimensional homogeneous participating media. The results obtained with a variant of

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抗原

Probability and Its Applicationsrse radiative transfer problem, for the determination of the single scattering albedo, optical thickness, and external isotropic radiation intensities incident on the boundary surfaces of one-dimensional homogeneous participating media. The results from the DE method are compared with those obtained