Ziro Yamauti. The light flux distribution of a system of interreflecting surfaces. Journal of the Optical Society of America, 13(5):561--571, 1926. Home/Search Document Not in Database Summary Related Articles Check |
This paper is cited in the following contexts:
A Graph Based Process for Easy Design of Refinement Oracles.. - Turbet, Sillion (2001) (Correct)
....thermal exchanges, especially for heat distribution [Hotte67] The method has been extended to the visible part of the wavelength domain for light simulation [Goral84, Nishi85] 1. 2 Mathematical definition The radiosity equation describes the energy balance in a scene as an integral equation [Yamau26, Buckl27] : B(x) E(x) ae(x) Z y B(y)F (x; y)V (x; y)ffiy (1) ffl E is the natural exitance at point x ffl ae is the diffuse reflectance at point x ffl F the relative orientation and distance factor between x and y ffl V the visibility between x and y The first use of finite elements to propose a ....
Zito Yamauti. The Light Flux Distribution of a System of Interreflecting Surfaces. Journal of the Optical Society of America, 13:561--571, November 1926.
in Global Illumination * - James Arvo Program (Correct)
....equations began to appear in problems concerning the transfer of radiant energy around the turn of the century [33, 18] but they did not become a mainstay of radiative transfer until much later. Up until 1926 much of the analysis of interreflection was still carried out in a more tedious manner [37], even though a significant theory of integral equations was already in existence [2, 3] Buckley was one of the first to recast the analysis of radiative transfer problems into the modern language of integral equations [4] and this language has become an indispensible part of radiative transfer ....
Ziro Yamauti. The light flux distribution of a system of interreflecting surfaces. Jourzal of the Optieal Soeiety of Ameriea, 13(5):561 571, 1926.
A Graph Based Process for Easy Design of Refinement Oracles.. - Turbet, Sillion (2001) (Correct)
....thermal exchanges, especially for heat distribution [Hotte67] The method has been extended to the visible part of the wavelength domain for light simulation [Goral84, Nishi85] 1. 2 Mathematical definition The radiosity equation describes the energy balance in a scene as an integral equation [Yamau26, Buckl27] : B(x) E(x) x) Z y B(y)F (x; y)V (x; y)y (1) E is the natural exitance at point x is the diffuse reflectance at point x F the relative orientation and distance factor between x and y V the visibility between x and y The first use of finite elements to propose a global ....
Zito Yamauti. The Light Flux Distribution of a System of Interreflecting Surfaces. Journal of the Optical Society of America, 13:561--571, November 1926.
Linear Operators and Integral Equations in Global Illumination - Arvo (1993) (1 citation) (Correct)
....equations began to appear in problems concerning the transfer of radiant energy around the turn of the century [33, 18] but they did not become a mainstay of radiative transfer until much later. Up until 1926 much of the analysis of interreflection was still carried out in a more tedious manner [37], even though a significant theory of integral equations was already in existence [2, 3] Buckley was one of the first to recast the analysis of radiative transfer problems into the modern language of integral equations [4] and this language has become an indispensible part of radiative transfer ....
Ziro Yamauti. The light flux distribution of a system of interreflecting surfaces. Journal of the Optical Society of America, 13(5):561--571, 1926.
Linear Operators and Transfer Equations in Global Illumination - Arvo (Correct)
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Ziro Yamauti. The light flux distribution of a system of interreflecting surfaces. Journal of the Optical Society of America, 13(5):561--571, 1926.
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