Titlebook: Boundary Value Problems in Abstract Kinetic Theory; William Greenberg,Cornelis Mee,Vladimir Protopopes Book 1987 Springer Basel AG 1987 Ar

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https://doi.org/10.1007/b105853ections will be devoted to neutron transport, with special attention to spectral properties of the full transport operator and implications to hydrodynamics. The third and fourth sections deal with electron transport. In the first of these, the Spencer-Lewis equation models the slowing down of elect

Feckless

Albedo Operators, H-Equations and Representation of Solutions, of partial range boundary data. In this section we shall construct, under the general assumptions of Section VII.2, the albedo operator in terms of certain special functions. These functions generalize the H-functions, which were first extensively studied by Chandrasekhar [89].

LAVA

Applications of the Stationary Theory,m that is plane parallel and invariant under arbitrary translations in horizontal directions. Although one excludes in this way processes such as zodiacal light where the light is incident at small angle with the planetary surface, it permits the study of the most important radiative phenomena.

ectropion

切掉

Mosfet Modeling for Companding,In the previous chapter we studied boundary value problems in half space geometry of the type with A strictly positive.

fatty-streak

Industrial Application: Hearing Aids,In previous chapters we developed the existence and uniqueness theory for boundary value problems of the form as well as the corresponding problem for the interval −∞

humectant

Satoshi Sakurai,Mohammed IsmailIn the previous three chapters we have analyzed in detail the existence and uniqueness theory for the abstract differential equation.

atopic

Sarcoma

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Strictly Dissipative Kinetic Models,In the next several chapters we shall develop an existence and uniqueness theory for the Hilbert space boundary value problem.