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K. D. Lathrop. Use of discrete-ordinate methods for solution of photon transport problems. Nuclear Science and Engineering, 24(4):381--388, April 1966.

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This paper is cited in the following contexts:
in Global Illumination * - James Arvo Program   (Correct)

....of the expansion, correspond to rays that have undergone increasing numbers of reflections. This very natural physical interpretation is often referred to as successive orders of scattering in radiative transfer literature [24, 38] The method of discrete ordinates used in radiative heat tanslet [11, 23], atmospheric scattering [24] and neutron transport [7] works by applying quadrature rules to discretely sampled positions and directions. Thus, it is essentially an application of the Nystr;3m method. A major advantage of the Nystom method is that it can easily accomodate differential operators ....

K. D. Lathrop. Use of discrete-ordinate methods for solution of photon transport problems. Nuclear 3'ciece ad Egmeermg, 24(4):381 388, April 1966.


Linear Operators and Integral Equations in Global Illumination - Arvo (1993)   (1 citation)  (Correct)

....of the expansion, correspond to rays that have undergone increasing numbers of reflections. This very natural physical interpretation is often referred to as successive orders of scattering in radiative transfer literature [24, 38] The method of discrete ordinates used in radiative heat ransfer [11, 23], atmospheric scattering [24] and neutron transport [7] works by applying quadrature rules to discretely sampled positions and directions. Thus, it is essentially an application of the Nystrom Linear Operators and Integral Equations 2 17 method. A major advantage of the Nystom method is that it ....

K. D. Lathrop. Use of discrete-ordinate methods for solution of photon transport problems. Nuclear Science and Engineering, 24(4):381--388, April 1966.


Linear Operators and Transfer Equations in Global Illumination - Arvo   (Correct)

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K. D. Lathrop. Use of discrete-ordinate methods for solution of photon transport problems. Nuclear Science and Engineering, 24(4):381--388, April 1966.

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