Derives nonlinear integral equations for a generalized redistribution function M(mu, U, omega_0) that adds thermal emission to the classical isotropic scattering problem and reduces to H(mu) when emission vanishes.
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Effect of Thermal Emission in Isotropic Scattering Atmospheres: An Invariant-Embedding Extension of Chandrasekhar's $H(\mu)$-Function
Derives nonlinear integral equations for a generalized redistribution function M(mu, U, omega_0) that adds thermal emission to the classical isotropic scattering problem and reduces to H(mu) when emission vanishes.