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Population implosion and the model of cavitation applied to demography

机译：人口爆炸和空化模型应用于人口统计学

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Based on the hypothesis that in all states of flux (including demographic flux), as in all liquids, the phenomenon of cavitation appears when the local (or demographic) pressure decreases below the vaporization value (the demographic point of survival) respectively, under the saturation pressure (defined by the fertility rate), at the given temperature of gases (general demographic conditions), dissolved in the liquid. This paper presents and analyses cavitation phenomenon as a powerful, rather than merely a potential, demographic model. The structure of this paper could be considered as a succinct three-section solution to describe the evolution from the demographical explosion of the entire world to the demographical implosion of the whole of Europe during the next three or four decades, in a number of population trends. Some final remarks underline the importance of cavitation model and its applied version in demographic implosion, as well as evaluation of the risk of cavitation and computation of cavitation coefficients in demography.
机译：基于在所有助焊剂（包括人口助焊剂）的所有态度的假设中，当局部（或人口统计）压力分别降低局部（或人口统计）压力下降（分别的人口统计点）时出现空化现象在给定温度（一般人口统计条件）的给定温度下，饱和度（由生育率定义），溶解在液体中。本文提出并分析了空化现象作为强大，而不是仅仅是潜在的人口模型。本文的结构可以被视为一个简洁的三节解决方案，以描述在整个世界的人口统计爆炸中的演变，以在未来三到四十年内整个欧洲的人口统计学，在许多人口趋势中。一些最终评论强调了空化模型及其应用形式在人口局部灌注中的重要性，以及评估人口缺陷中空化系数的空化和计算。

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