Stoke parameters and incoherent light

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SUMMARY

Stokes parameters and Jones calculus are essential tools in the study of light polarization, but they apply differently to coherent and incoherent light. Jones calculus is specifically designed for fully coherent light, while the Mueller calculus, which utilizes Stokes vectors, can describe partially polarized light. There exists a unique mapping from Jones vectors to Stokes vectors, but not vice versa. Randomly polarized light is inherently incoherent, confirming the distinction between these two frameworks.

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Wminus
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Hi. There is one thing I don't understand: Why do stoke's parameters and all the Jones calculus business apply only to incoherent light? I don't understand how it can work on incoherent light, while fail to work on e.g. monochromatic light.

Or am I just confused? All answers appreciated.
 
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Why should they fail in any case? They are the comprehensive description of all kinds of electromagnetic waves. The Wikipedia article is pretty good. Which point don't you understand?
 
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Wminus said:
Hi. There is one thing I don't understand: Why do stoke's parameters and all the Jones calculus business apply only to incoherent light? I don't understand how it can work on incoherent light, while fail to work on e.g. monochromatic light.

I think you are confused- the Jones calculus *only* applies to *fully coherent* light. The Mueller calculus (Stokes vector) is more general and can describe partially polarized light. Consequently, there is a unique mapping of Jones vectors to Stokes vectors, but not the reverse.
 
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OK, I see. thanks guys.

BTW, randomly polarized light is always incoherent, right?
 

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