根据时间-模态系统TM,未来偶然性和非确定性世界中的时间箭头和流动

IF 0.6 Q2 LOGIC Logic and Logical Philosophy Pub Date : 2023-03-27 DOI:10.12775/llp.2023.001
Miloš Arsenijević, Andrej Jandrić
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引用次数: 0

摘要

它显示了事件的时间模态系统TM(在附录中公理化)如何允许避免逻辑决定论而不拒绝二价性原则。关键是TM的时间部分和模态部分是如此相互关联,模态是现实世界中的固有模态,与它们是否涉及实际事件或仅涉及可能事件无关。虽然是用一种无时态的语言表述的,其解释不需要在现实的基本层面上假设时态事实,但TM暗示了一种客观的、独立于观察者的时态差异,这种差异仅基于模态沿时间连续体分布的方式。得出的结论是,时间箭头是任何TM模型的模型内特征,它描述了不确定性的现实世界直到其历史的某一点,而时间流是这些模型之间连续过渡的模型间特征。
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Future Contingencies and the Arrow and Flow of Time in a Non-Deterministic World According to the Temporal-Modal System TM
It is shown how the temporal-modal system of events TM (axiomatized in Appendix) allows for the avoidance of the logical determinism without the rejection of the principle of bivalence. The point is that the temporal and the modal parts of TM are so inter-related that modalities are in-the-real-world-inherent modalities independently of whether they concern actual or only possible events. Though formulated in a tenseless language, whose interpretation does not require the assumption of tense facts at the basic level of reality, TM implies an objective, observer-independent difference between tenses based only on the way in which modalities are distributed along the time continuum. The conclusion is that the arrow of time is an intra-model characteristic of any model of TM that describes the non-deterministic real world up to a certain point of its history, while the flow of time is an inter-model characteristic of the continuous transition between these models.
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CiteScore
1.00
自引率
40.00%
发文量
29
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