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在推广的对易关系ａａ＋－ｑａ＋ａ＝１下，研究了光子数增加的ｑ－相干态的量子统计性质。利用形变的ｑ－Ｌａｇｕｅｒｒｅ多项式，给出了其非经典特性随形变参数ｑ变化的解析表达式。
The quantum statistical properties of the q-coherent states with increasing photon numbers are studied under the extended counterparty aa + -qa + a = 1. Using the deformed q-Laguerre polynomials, an analytical expression of the nonclassical properties with the change of the deformation parameter q is given.