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Response to Cho and Liu, 'Sampling from complicated and unknown distributions: Monte Carlo and Markov chain Monte Carlo methods for redistricting'

机译:回应Cho和Liu,“复杂和未知分布的抽样:蒙特卡罗和马尔可夫链蒙特卡罗的重新发行方法”

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摘要

A question of legal significance is whether an enacted map of political districts is "typical." Recent work has used Markov chain Monte Carlo (MCMC) methods to produce null distributions of maps in order to answer this question. A recent article by Cho and Liu critiques one particular implementation of MCMC for redistricting, that of Fifield et al. The goal of the present commentary is to draw attention to two facts omitted by Cho and Liu that, if included, would have severely weakened their conclusions. In particular, Cho and Liu point out that Fifield et al.'s algorithm fails to approximate a known target distribution, but neglect Fifield et al.'s use of parallel and simulated tempering, which greatly improves the approximation. Secondly, Cho and Liu argue that it is overly difficult to detect when Markov chains have mixed; they neglect to mention diagnostics used for this exact purpose in Fifield et al. (C) 2018 Elsevier B.V. All rights reserved.
机译:法律意义的问题是政治区的颁布地图是“典型的”。 最近的工作已经使用Markov Chain Monte Carlo(MCMC)方法来产生Null的地图分布,以便回答这个问题。 最近由Cho和Liu批评的一篇特定实施MCMC用于重新发行的,即Fifield等人。 目前评论的目标是提请町和刘省略的两个事实,如果包括在内,将严重削弱他们的结论。 特别地,Cho和Liu指出了Fifield等人。的算法未能近似已知的目标分布,但忽略了Fifield等人。使用并行和模拟的回火,这大大提高了近似值。 其次,Cho和Liu认为,当马尔可夫链混合时,何时难以理解; 他们忽略了在FIFIEST等人中提到了这种准确目的使用的诊断。 (c)2018年elestvier b.v.保留所有权利。

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