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作 者:李娜
机构地区:[1]Henan University, Kaifeng 475001, PRC
出 处:《Chinese Science Bulletin》1991年第2期99-102,共4页
摘 要:Scott formulated his version of Boolean-valued models in 1967, He proved that the V<sup>(B)</sup> is a Boolean-valued model of ZFC, i. e. every axiom of ZFC has Boolean value 1, and assumed the GCH. Then, if B satisfies ccc and |B|=2<sup>No</sup>, V<sup>(B)</sup> GCH (see [1]). In this note we construct the model △<sup>(B)</sup> on the basis of V<sup>(B)</sup>. Our main results are:(1)△<sup>(B)</sup>) is a Booleanvalued model of GB. (2) Assume the GCH. Then, if B satisfies ccc and |B|=2<sup>No</sup>, △<sup>(B)</sup> GCH. (3) The maximum and minimum principle is true in △<sup>(B)</sup>. (4) △<sup>(B)</sup>(B≠{0, 1}) is a Boolean-valued model of QM.
关 键 词:AXIOM SYSTEM GB Boolean-valued model maximum and minimmn PRINCIPLE AXIOM SYSTEM QM.
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