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Referencias:

• Ghosh, N., Vitkin, I.A., Tissue polarimetry: Concepts, challenges, applications and outlook (2011) J. Biomed. Opt., 16, p. 110801
• Shukla, P., Pradhan, A., Mueller decomposition images for cervical tissue: Potential for discriminating normal and dysplastic states (2009) Opt. Express, 17, pp. 1600-1609
• Wood, M.F.G., Ghosh, N., Guo, X., Vitkin, I.A., Towards noninvasive glucose sensing using polarization analysis of multiply scattered light (2008) Handbook of Optical Sensing of Glucose in Biological Fluids and Tissues, 12. , V. V. Tuchin, ed., of Series in Medical Physics and Biomedical Engineering (Taylor & Francis, Chap. 17
• Côté, D., Vitkin, I.A., Robust concentration determination of optically active molecules in turbid media with validated threedimensional polarization sensitive monte carlo calculations (2005) Opt. Express, 13, pp. 148-163
• Tan, S., Narayanan, R.M., Design and performance of a multiwavelength airborne polarimetric lidar for vegetation remote sensing (2004) Appl. Opt., 43, pp. 2360-2368
• Horvath, G., Barta, A., Gal, J., Suhai, B., Haiman, O., Groundbased full-sky imaging polarimetry of rapidly changing skies and its use for polarimetric cloud detection (2002) Appl. Opt., 41, pp. 543-559
• Sabatke, D.S., Descour, M.R., Dereniak, E.L., Sweatt, W.C., Kemme, S.A., Phipps, G.S., Optimization of retardance for a complete stokes polarimeter (2000) Opt. Lett., 25, pp. 802-804
• Tyo, J.S., Design of optimal polarimeters: Maximization of signal-To-noise ratio and minimization of systematic error (2002) Appl. Opt., 41, pp. 619-630
• Peinado, A., Lizana, A., Vidal, J., Iemmi, C., Campos, J., Optimization and performance criteria of a stokes polarimeter based on two variable retarders (2010) Opt. Express, 18, pp. 9815-9830
• Ben-Israel, A., Greville, T.N.E., (2003) Generalized Inverses: Theory And Applications, , Springer
• Peinado, A., Lizana, A., Vidal, J., Iemmi, C., Campos, J., Optimized stokes polarimeters based on a single twisted nematic liquid-crystal device for the minimization of noise propagation (2011) Appl. Opt., 50, pp. 5437-5445
• Daniels, J.M., Optimumdesign of a polarimeter for visible light (1986) Rev. Sci. Instrum., 57, pp. 1570-1573
• Twietmeyer, K.M., Chipman, R.A., Optimization of mueller matrix polarimeters in the presence of error sources (2008) Opt. Express, 16, pp. 11589-11603
• Vaughn, I.J., Hoover, B.G., Noise reduction in a laser polarimeter based on discrete waveplate rotations (2008) Opt. Express, 16, pp. 2091-2108
• Layden, D., Wood, M.F.G., Vitkin, I.A., Optimum selection of input polarization states in determining the sample mueller matrix: A dual photoelastic polarimeter approach (2012) Opt. Express, 20, pp. 20466-20481
• Apostol, T.M., (1967) Calculus, 2. , Multi-Variable Calculus and Linear Algebra, with Applications to Differential Equations and Probability ( Wiley
• Golub, G.H., Van Loan, C.F., (1996) Matrix Computations, , Johns Hopkins University
• Schwartz, J.T., (2001) Introduction to Matrices and Vectors, , Dover

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