The first order and second order incidence degree formulae can satisfy the requirement of specification, and possess isotonicity after non-dimensional disposal.
其中一阶和二阶差分关联度能满足规范性要求，具有无量纲化后的保序性。
The first order and second order incidence degree formulae can satisfy the requirement of specification, and possess isotonicity after non-dimensional disposal.
其中一阶和二阶差分关联度能满足规范性要求，具有无量纲化后的保序性。
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