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本文首次提出物质具有两种运动属性,即聚集性和波动性(量子性)；这两种运动属性可分别用聚集参数(3C*)cp和量子参数r进行定量描述。并指出,聚集参数与量子参数遵循线性关系，从而提出波聚相关性原理。本原理不仅具有重要的理论意义，而且也有实际应用价值。

This paper presents the following viewpoint: mattershave two properties of motion, that is wave (quantum) and aggregateproperties, which may be described quantitatively by using thequantum mechanical parameter r and the aggregate parameter(3C*)cp respectively. Based on analyzing results it is foundthat the functional relation between r and (3C*)cpobeys a general straight-line rule, from which the (3C*)cp--value decreases as the r--value increases. It meansthat matter with strong quantum property, is weak on aggregateproperty. In addition, it is yetfound that some of matters with 0<(3C*)cp<10, which are calledones with wave-aggregate duality, can produce certain singular phenomenaunder certain particular conditions, such as Bose-Einstein condensation,superfluid phenomena etc. On the basis of above contents thispaper thus proposes the correlation-principle of wave-aggregateproperties. This principle has not only important theoreticalsignificance, but practical use-value as well.