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Application of continuous time markov theory in modeling courtship behavior and copulation rate of the calanoid copepod Eurytemora afflnis

机译:连续时间马尔可夫理论在模拟the足类Eu足类的恋爱行为和交配率中的应用

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摘要

We present a simple model, derived using a continuous time Markov (CTM) technique of model formulation, for predicting the probability of a courtship resulting in copulation for a laboratory population of Eurytemora affinis. This model represents a novel use, in behavioral ecology, of CTM as a method for sequential analysis. The model results in an acceptable agreement (validated by x~2 goodness-of-fit analysis) between the predicted and observed copulation rates of the laboratory population of E. affinis. The copulation rate predicted by the model, with estimated weightings to the transition rates, is 16.7%; the observed rate was 13.0% (16 copulations out of 123 courtship bouts observed), for a discrepancy of 3.7%. Continuous time Markov theory appears to adequately describe mating behavior in this experimental population, implying "forgetfulness" in the courtship sequence.
机译:我们提出了一个简单的模型,该模型是使用模型时间的连续时间马尔可夫(CTM)技术得出的,用于预测求婚的亲缘Eurytemora affinis求偶的概率。该模型代表了行为生态学在CTM中作为顺序分析方法的一种新颖用途。该模型得出的预测和观察到的嗜血大肠杆菌实验室种群的交配率之间可以接受(通过x〜2拟合优度分析验证)。该模型预测的交配率为16.7%,其中权重为过渡率。观察到的发生率为13.0%(在观察到的123次求爱回合中有16次交ulation),差异为3.7%。连续时间马尔可夫理论似乎可以充分描述这种实验人群的交配行为,这意味着求偶序列中的“健忘”。

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