Chandrasekhar polynomials -- A brief review
Manabu Machida
TL;DR
This paper reviews Chandrasekhar polynomials, highlighting their role in transport theory and clarifying their connection to the method of rotated reference frames in 3D radiative transport.
Contribution
It provides a concise overview of Chandrasekhar polynomials and elucidates their relation to the rotated reference frames method in radiative transport.
Findings
Clarifies the relation between Chandrasekhar polynomials and rotated reference frames.
Summarizes the role of these polynomials in transport theory.
Provides insights into their application in radiative transport equations.
Abstract
A review on the Chandrasekhar polynomials is given. The polynomials often appear in transport theory. The relation to the method of rotated reference frames for the three-dimensional radiative transport equation is clarified.
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Taxonomy
TopicsMathematical Analysis and Transform Methods · Spectral Theory in Mathematical Physics · Numerical methods in inverse problems