This paper presented a new “3 valued hypercube” model, discussed its properties and characteristics, and used this model to find the minimum size of the (2, n ) .
因此提出了一个“三值立方体”模型及相应的“顶点”,“象限”,“覆盖”和“覆盖集”等概念,讨论了它们的性质和特点,并利用该模型求出异或运算下(2,n)分存的极小值为nlog2n+n-2log2n,同时也给出了具体的实现方案。
Study on criterion-related validity of 3 dimensional cube test;
三维立方体测验的效标关联效度
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