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- W1498297509 abstract "The properties of the polynomials hl(ν) which appear in the spherical‐harmonics expansion of the eigen‐solution φν(μ)=∑l=0∞12(2l+1)Pl(μ)hl(ν) in plane‐symmetric one‐speed transport problems with anisotropic scattering are reviewed and further investigated. These polynomials are shown to be orthogonal in the Stieltjes sense with a weight distribution which contains a continuous as well as a discrete portion. Some further properties of the hl(ν) are listed, taken from the Tchebycheff theory of orthogonal polynomials." @default.
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- W1498297509 title "Orthogonality of a Set of Polynomials Encountered in Neutron‐Transport and Radiative‐Transfer Theories" @default.
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- W1498297509 doi "https://doi.org/10.1063/1.1665171" @default.
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