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On some properties of linear and linearized Boltzmann collision operators for hard spheres
The linear and the linearized Boltzmann collision operators for hard
spheres are studied by a method based on reduction of integral
equations to differential equations. We use this approach (in
combination with numerical methods) to study the eigenvalues of the
operators. We also use the differential equations to investigate large
energy asymptotics of solutions to linear integral equations related
to the Chapman-Enskog expansion.