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Absorption coefficient estimation in heterogeneous media using a domain partition consistent with divergent beams
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R.F. Carita Montero, N.C. Roberty and A.J. Silva Neto (2001). Absorption coefficient estimation in heterogeneous media using a domain partition consistent with divergent beams. Inverse Problems in Engineering, 9, 587-617.
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Carita Montero, R.F.1
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A source-detector methodology for the construction and solution of the one dimensional inverse transport equation
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A.T. Kauati, A.J. Silva Neto and N.C. Roberty (2001). A source-detector methodology for the construction and solution of the one dimensional inverse transport equation. Inverse Problems in Engineering, 9, 45-66.
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Kauati, A.T.1
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34248551930
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An explicit formulation based on the moments of the exit radiation intensity for the one-dimensional inverse radiative transfer problem
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Angra dos Reis, Brazil
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A.J. Silva Neto and N.J. MCCormick (2002). An explicit formulation based on the moments of the exit radiation intensity for the one-dimensional inverse radiative transfer problem. 4th International Conference on Inverse Problems in Engineering: Theory and Practice. Angra dos Reis, Brazil.
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Silva Neto, A.J.1
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An inverse problem of simultaneous estimation of radiation phase function, albedo and optical thickness
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Estimation of phase function of anisotropic scattering with a combination of gradient based and stochastic global optimization methods
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Vienna, Austria
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A.J. Silva Neto and F.J.C.P. Soeiro (2002). Estimation of phase function of anisotropic scattering with a combination of gradient based and stochastic global optimization methods. 5th World Congress on Computational Mechanics. Vienna, Austria.
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Silva Neto, A.J.1
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On a possible experiment to evaluate the one-speed or constant cross-section model of the neutron-transport equation
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C.E. Siewert (1978). On a possible experiment to evaluate the one-speed or constant cross-section model of the neutron-transport equation. J. Math. Phys., 19, 1587-1588.
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Numerical study of the time-dependent radiative-transfer inverse problem
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T. Duracz and N.J. MCCormick (1987). Numerical study of the time-dependent radiative-transfer inverse problem. J. Opt. Soc. Am. A., 4, 1849-1854.
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Methodology for the solution of the inverse Boltzmann transport equation
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not published. Imperial College, London, England
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N.C. Roberty, K.B. Tahir and J.C. Dainty (1996). Methodology for the solution of the inverse Boltzmann transport equation. Internal report (not published). Imperial College, London, England.
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