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期刊论文
Nonlinear entangled state representation in quantum mechanics☆
H. Fan, H. Cheng/Physics Letters A ••• (••••) •••-•••,-0001,():
We develop Dirac's representation theory in quantum mechanics by constructing the nonlinear entangled state |η nl and its non-Hermite conjugate state nl η| with continuum variable. By virtue of the technique of integration within an ordered product of operators we show that |η nl and nl η| make up an orthonormal and complete representation. From |η nl we also deduce another kind of entangled states. Application of |η nl in studying two-mode squeezed state is demonstrated.
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