「Every transfinite consistent multiplicity, that is, every transfinite set, must have a definite aleph as its cardinal number.」- 格奥尔格·康托尔经典语录
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Every transfinite consistent multiplicity, that is, every transfinite set, must have a definite aleph as its cardinal number.
💡 解读:
每一个超限的一致多重性,即每一个超限集合,必须有一个确定的阿列夫作为其基数。
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