Half-Range Orthogonality Theorem for Thermal-Neutron Transport
Nuclear Science and Engineering / Volume 55 / Number 2 / October 1974 / Pages 233-234
Technical Note / dx.doi.org/10.13182/NSE74-A28210
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It is shown that the eigenfunctions of the energy-dependent transport equation with isotropic scattering degenerate kernel have a half-range orthogonality property. Adjoint functions are expressed in terms of the H matrix introduced by Pahor.
