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Original Articles

Abstract boundary value problems from kinetic theory

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Pages 155-181 | Published online: 01 Dec 2006

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Read on this site (4)

C.V. M. van der Mee. (1984) Albedo operators and H-equations for generalized kinetic models. Transport Theory and Statistical Physics 13:3-4, pages 341-376.
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R. Beals & V. Protopopescu. (1984) Half range completeness and orthogonality for the Fokker-Planck equation with general boundary conditions. II. Transport Theory and Statistical Physics 13:1-2, pages 43-55.
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C.V. M. van der Mee. (1984) Abstract boundary value problems modeling transport processes in semi-infinite geometry. Transport Theory and Statistical Physics 13:1-2, pages 29-41.
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William Greenberg & C.V. M. van der Mee. (1983) Problems in the abstract theory of stationary one dimensional transport. Transport Theory and Statistical Physics 12:4, pages 413-420.
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Articles from other publishers (6)

C. Cercignani. 1986. Trends in Applications of Pure Mathematics to Mechanics. Trends in Applications of Pure Mathematics to Mechanics 35 50 .
Jonathan V. Selinger & U. M. Titulaer. (1984) The kinetic boundary layer for the Klein-Kramers equation; A new numerical approach. Journal of Statistical Physics 36:3-4, pages 293-319.
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William Greenberg & C.V.M. van der Mee. (1984) Abstract kinetic equations relevant to supercritical media. Journal of Functional Analysis 57:2, pages 111-142.
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J. Frederick Cavalier & William Greenberg. (1984) Analytical solutions of model equations for two phase gas mixtures: Transverse velocity perturbations. The Physics of Fluids 27:5, pages 1114-1124.
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William Greenberg & C. V. M. Mee. (1984) An abstract approach to evaporation models in rarefied gas dynamics. ZAMP Zeitschrift f�r angewandte Mathematik und Physik 35:2, pages 156-165.
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C. V. M. Mee. (1983) An abstract model for strong evaporation. Rendiconti del Seminario Matematico e Fisico di Milano 53:1, pages 155-163.
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