two earlier paper about squeezed polarization stats added

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@@ -4787,3 +4787,40 @@ abstract = {We describe a liquid helium cryostat, developed to cool SQUID-based
 	publisher = {American Physical Society}
 }
 
+
+@article{polzik2000jmo_sq_polarization,
+Author = {Hald, J and Sorensen, JL and Schori, C and Polzik, ES},
+Title = {{Entanglement transfer from light to atoms}},
+Journal = {{JOURNAL OF MODERN OPTICS}},
+Year = {{2000}},
+Volume = {{47}},
+Number = {{14-15}},
+Pages = {{2599-2614}},
+Month = {{NOV}},
+Note = {{7th Meeting on Laser Phenomena, TYROL, AUSTRIA, JAN 16-21, 2000}},
+Abstract = {{We describe an approach to mapping of a quantum polarization state of
+   free propagating light on a collective spin of an atomic ensemble.
+   Recent experimental results on generation of a macroscopic spin squeezed
+   ensemble of cold atoms via interaction with squeezed light are analysed
+   in detail.}},
+Publisher = {{TAYLOR \& FRANCIS LTD}},
+Address = {{11 NEW FETTER LANE, LONDON EC4P 4EE, ENGLAND}},
+Type = {{Article; Proceedings Paper}},
+Language = {{English}},
+DOI = {{10.1080/095003400750039573}},
+Keywords-Plus = {{QUANTUM PROJECTION NOISE; SQUEEZED-LIGHT; ENSEMBLE; STATES}},
+Journal-ISO = {{J. Mod. Opt.}},
+}
+
+@article{parashchuk1993qe_polarization_squeezed_light,
+  author={Anatolii S Chirkin and A A Orlov and D Yu Parashchuk},
+  title={Quantum theory of two-mode interactions in optically anisotropic media with cubic nonlinearities: Generation of quadrature- and polarization-squeezed light},
+  journal={Quantum Electronics},
+  volume={23},
+  number={10},
+  pages={870},
+  url={http://stacks.iop.org/1063-7818/23/i=10/a=A05},
+  year={1993},
+  abstract={A quantum theory is derived for the propagation of two electromagnetic waves in an anisotropic medium with a cubic nonlinearity. In general, the dynamics are described by a Hamiltonian that corresponds to an anisotropic two-dimensional anharmonic oscillator. The degree of suppression of quantum fluctuations in the quadrature component of one wave decreases when another wave is present. When the nonlinear phase corrections associated with self-interaction of the waves are different, it is possible to create a polarization state of the optical field that is nonclassical, with quantum fluctuations in one of the Stokes parameters smaller than in the coherent state.}
+}
+