Optica Acta International Journal of Optics · 1959 · 131 citations · 6 references
Spectral TheoryMatrix FormalismEngineeringScattering MatrixPhysicsWave ScatteringTransport EquationDiffusion ProcessHigh-frequency ApproximationTransport PhenomenaMicrolocal AnalysisInverse Scattering TransformsComputational ElectromagneticsMatrix TheoryIntegrable SystemMatrix AnalysisNeutron TransportGeneralized Spherical Functions
Matrices are introduced into the transport equation, in order to account for polarization effects. The necessary transformation of the scattering matrix is carried out by developing its components (in an appropriate representation) in generalized spherical functions. A calculation of the diffusion length may serve as an example for the application of this formalism.
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<i>Light Scattering by Small Particles</i>
H. C. van de Hulst, V. Twersky · Physics Today · 1957 · 5.6K citations