The duration of residence approach to a dynamic stochastic model of internal migration: A test of the axiom of cumulative inertia.
The duration of residence approach to a dynamic stochastic model of internal migration: A test of the axiom of cumulative inertia.
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内部迁移动态随机模型的居住持续时间方法：累积惯性公理的检验。
DOI：
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发表时间：
1967
期刊：
影响因子：
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通讯作者：
G. Masnick
中科院分区：
文献类型：
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作者：
George C. Myers;Robert McGinnis;G. Masnick
摘要所提供的数据表明了一个明确的趋势，倾向于支持累积惯性公理。流动的可能性随着每年居住时间的增加而下降。关于居住时间的资料不仅是任何移徙研究的重要内容，而且也为移徙概率的马尔可夫链方法提供了必要的修改。数学模型的未来研究将需要满足本文规定的标准的数据，并具有足够的数量以确保可靠的细胞内运动概率。
Abstract The data presented indicate a definite trend that tends to support the axiom of cumulative inertia. The probabilities of movement decline by increasing duration of residence for each year. Not only is information on duration of residence an important element in any study of migration, but it also provides a necessary modification for the Markov chain approach to migration probabilities. Future studies of the mathematical model will require data that will satisfy the criteria stipulated in this paper and will be of sufficient quantity to assure reliable within‐cell probabilities of movement.