Based on a class of bipolar sequences with two-values autocorrelation functions, a new family of bipolar sequences is constructed and its correlation spectrum is calculated. It is shown that the new family is optimal ...Based on a class of bipolar sequences with two-values autocorrelation functions, a new family of bipolar sequences is constructed and its correlation spectrum is calculated. It is shown that the new family is optimal with respect to Welch's bound and is different from the small set of Kasami sequences, while both of them have the same correlation properties.展开更多
We find that a kind of atomic coherent state, formed as exp[ ξJ+-ξJ-]|00〉,when the SU(2) generators J± are taken as Fan's form J+=(1/2)(α1-α2)(α1-α2),J-=(1/2)(α1+α2)(α1+α2),and J0=...We find that a kind of atomic coherent state, formed as exp[ ξJ+-ξJ-]|00〉,when the SU(2) generators J± are taken as Fan's form J+=(1/2)(α1-α2)(α1-α2),J-=(1/2)(α1+α2)(α1+α2),and J0=(1/2)(α1α2-α1α2),is simultaneously a two-mode squeezed state. We analyse this squeezed state's physical properites, such as the cross- correlation function, the Wigner function, and its marginal distribution as well as the Husimi function.展开更多
文摘Based on a class of bipolar sequences with two-values autocorrelation functions, a new family of bipolar sequences is constructed and its correlation spectrum is calculated. It is shown that the new family is optimal with respect to Welch's bound and is different from the small set of Kasami sequences, while both of them have the same correlation properties.
文摘We find that a kind of atomic coherent state, formed as exp[ ξJ+-ξJ-]|00〉,when the SU(2) generators J± are taken as Fan's form J+=(1/2)(α1-α2)(α1-α2),J-=(1/2)(α1+α2)(α1+α2),and J0=(1/2)(α1α2-α1α2),is simultaneously a two-mode squeezed state. We analyse this squeezed state's physical properites, such as the cross- correlation function, the Wigner function, and its marginal distribution as well as the Husimi function.