The High-order Squeezing of Orthonormalization Eigenstates of a 4
Ma Ai-Qun, MA Zhi-min, Ren Min, Zhang Xueru, Shi Weichun
Abstract
Ma Ai-Qun, MA Zhi-min, Ren Min, Zhang Xueru, Shi Weichun
Abstract
The orthonormalization eigenstates of a4 were expanded by coherent states and the corresponding highorder squeezing was calculated. The existence of highorder squeezing of light field corresponding to the orthonormalization eigenstates of a4 was proved and the evolution of highorder squeezing region accompanying the increasing of N was analyzed.
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The orthonormalization eigenstates of a4 were expanded by coherent states and the corresponding highorder squeezing was calculated. The existence of highorder squeezing of light field corresponding to the orthonormalization eigenstates of a4 was proved and the evolution of highorder squeezing region accompanying the increasing of N was analyzed.
Key concepts: Eigenvalues and eigenvectors, Order (exchange), Physics, Field (mathematics), Quantum mechanics, Mathematics, Pure mathematics, Economics