The properties of equal-order higher-power squeezing in a new type of multi-mode complex conjugation imaginary-odd coherent state light field

In this paper, the multi-mode complex conjugation imaginary-odd coherent state is constructed and the theory of multi-mode squeezed state established by Yang Zhiyong and Hou Xun and published in Acta Photonica Sinica recently is utilized to study the properties of generalized nonlinear equal-order squeezing in a new type of multi-mode complex conjugation imaginary-odd coherent state light field |ψ_i,oz.ast;⁽²⁾>_q. It is found that the multi-mode complex conjugation imaginary-odd coherent state light field |ψ_i,oz.ast;⁽²⁾>_q. like the multimode odd-coherent state light field, the multi-mode conjugation odd-coherent state light field, and the multi-mode imaginary-odd coherent state light field, can never display the effects of both generalized nonlinear equal-order Nth power Y-squeezing and generalized nonlinear equal-order Nth power H-squeezing under any condition but it is always stayed in the equal order N-Y minimum uncertainty state and N-H minimum uncertainty state under some other conditions. These show that all the odd-coherent state light fields in the field of multi-mode radiative light field are sure to exist some kinds of essence corelations.