Theory of nonclassical states of light

By V. Dodonov, V. Man'ko. 2003

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Testing nonclassicality in multimode fields: A unified derivation of classical inequalities (2010, background): “…well-known inequalities describing: (a) multimode quadrature squeezing and its generalizations including sum, difference and principal squeezing, (b) two-mode one-time photon-number correlations including sub-Poisson photon-number correlations and effects corresponding to violations of the…”
Performance and structure of single-mode bosonic codes (2017, background): “Interestingly, bin ( S = 0) were of interest to the quantum optical community due to their sub-Poissonian distribution [93] (see also [94], Ch. 5), and the connection to su (2) was noticed ﬁrst back then [95, 96].”