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[1]
Feingold E.(1993)Markov process for modeling and analyzing a new genetic mapping method J. Appl. Prob. 30 766-779
Exact solution for the boundary-crossing problem in genetic mapping experiment
被引：0
作者：
Kyoko Yamasaki
Yasuo Yamasaki
机构：
[1] Kyoto Sangyo University,Department of Physics
[2] Kyoto University,Graduate School of Medicine
[3] Kyoto University,Research Institute for Mathematical Sciences
[4] Ebisugawa-Agaru Shin-Sawaragicho,undefined
来源：
Japan Journal of Industrial and Applied Mathematics
|
2002年
/
19卷
关键词：
boundary-crossing probability;
Poisson process;
Aldous approximation;
D O I：
暂无
中图分类号：
学科分类号：
摘要：
A model for calculating the boundary-crossing probability, which E. Feingold computed numerically in simulations, actually turns out to have the exact solution. In contrast to Feingold’s large-scale computation, the solution can be obtained exactly by a handy personal computer. The result shows that the Aldous approximation is in good accordance with the exact solution, while simulations have larger errors.
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页码：331 / 345
页数：14
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