【摘要】：所有集合的總體(集宇宙V)是不是確定的?能否通過這個總體定義更大的同型總體?這些疑問促成V是否不確定可擴展的爭論。經分析可以發(fā)現(xiàn),不確定可擴展性只是語義學上的"V"(即V的表征)的特征,V本身具有超越"set of"("…的集合")運算的極大性。修正的自然主義觀念表明,V與"V"的關聯(lián)不可避免,這要求技術上對不確定可擴展性的任何描述都應包含V與"V"關聯(lián)的內容。
[Abstract]:Is the population of all sets (set universe V) certain? Can this overall definition of a larger homomorphic population be adopted? These questions have led to an uncertain debate about whether V is extensible. Through the analysis, it can be found that the uncertain extensibility is only the characteristic of semantic "V" (that is, the representation of V), and V itself has the great property beyond the "set of" ("set of") operation. The modified naturalistic concept shows that the relationship between V and "V" is inevitable, which requires that any description of uncertain extensibility should include the relationship between V and "V".
【作者單位】： 澳門科技大學通識部;
【基金】：澳門科技大學研究基金項目(0441) 中國邏輯學會學術研究項目(13CLQN001) 國家社會科學基金重大項目(14ZDB014)
【分類號】：B81-0
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本文編號：2520129