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- W1184017635 abstract "Ringeisen, E. and Sentis, R., On the diffusion approximation of a transport process without time scaling, Asymptotic Analysis 5 (1991) 145-159. We are concerned with the asymptotic behaviour of the linear transport equation a,u + w1u + (l/e)Qu = 0, u I ,-0 =/, when e -> O. We prove that this process is equivalent up to order 1 to the viscosity perturbation of a hyperbolic process, provided that the conservative collision operator Q(x) has a I-dimensional null-space. This can be considered as a justification of the diffusion approximation the classical scaling of the t or x variable." @default.
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- W1184017635 date "1991-01-01" @default.
- W1184017635 modified "2023-09-25" @default.
- W1184017635 title "On the diffusion approximation of a transport process without time scaling" @default.
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- W1184017635 doi "https://doi.org/10.3233/asy-1991-5204" @default.
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