Kolmogorov复杂性增长的经济规律从2008年的金融危机过渡到零阶相变（社会爆炸）
Economic law of increase of Kolmogorov complexity. Transition from financial crisis 2008 to the zero-order phase transition (social explosion)
摘要：
在Maslov（2003）中，考虑了金融金字塔（泡沫）发生的两层模型。我们还考虑了这个模型的玻色凝聚的数学类比。在本文中，我们解释了为什么庞氏骗局和泡沫会导致实体经济危机。在Maslov（2005）中，金融系统中的熵增加定律，以及因此增加的Kolmogorov复杂性，被公式化。如果这一规律被打破，金融体系就会向另一种状态过渡。在Maslov（2005）中，作者考虑了零阶相变的两能级模型，Maslov（2006）将其解释为社会灾难的模拟。在本论文中，我们也研究这个模型。
英文摘要：
In Maslov (2003), a two level model of the occurrence of financial pyramid (bubbles) has been considered. We also considered the mathematical analogy of this model to Bose condensation. In the present paper, we explain why Ponzi schemes and bubbles result in a crisis in real economics. In Maslov (2005), the law of increase of entropy in financial systems, and consequently increase of Kolmogorov complexity, is formulated. If this law is broken, the financial system makes a phase transition to a different state. In Maslov (2005) the author considered a two level model of the zeroth-order phase transition which was interpreted in Maslov (2006) as an analog of social catastrophe. In the present paper we also examine this model.
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