Physics – Optics
Scientific paper
2004-08-14
Journal of Modern Optics, Vol. 52, No. 11, 20 July 2005, 1597 - 1610
Physics
Optics
Replaced with extended version as published in JMO
Scientific paper
10.1080/09500340500058199
We show that the problem of finding the primary and secondary characteristic directions of a linear lossless optical element can be reformulated in terms of an eigenvalue problem related to the unimodular factor of the transfer matrix of the optical device. This formulation makes any actual computation of the characteristic directions amenable to pre-implemented numerical routines, thereby facilitating the decomposition of the transfer matrix into equivalent linear retarders and rotators according to the related Poincare equivalence theorem. The method is expected to be useful whenever the inverse problem of reconstruction of the internal state of a transparent medium from optical data obtained by tomographical methods is an issue.
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