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Calculating risk and payoff in planetary exploration and life detection missions

机译:在行星探索和生命探测任务中计算风险和收益

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A framework for quantitative assessment of different mission architectures is described using historical data and formal (Bayesian) information value measures. The science value of the result is argued for binary questions (e.g. 'is there life on Europa?) to be proportional to the logarithm of the posterior likelihood ratio of the answers, and can be derived from estimates of the false positive rates of instrumentation and of the presence (PD) of biosignatures at a given site. The expectation payoff is the product of the sought result with Markovian success probabilities of the required steps of launch, landing, sample acquisition etc., and historical planetary mission data are reviewed to derive (sometimes dismaying) estimates of these probabilities, e.g. historical landing successes rates are of the order of 66% and when landing is successful, the conditional rates of individual sample acquisition/analysis/return have similar values. The history of seafloor exploration on Earth is used as an analog, and indicates that in the absence of close reconnaissance data, P-D may have rather low values of the order of 1% or less. The data acquisition success framework is demonstrated on the value of single versus multiple landers, on the choice of flyby altitudes for multiple plume fly-through missions, and on the value of surface mobility, which for small values of P-D multiplies the science return by the number of sites visited. Bayesian reasoning requires encapsulation of prior information: while such estimates (of biosignature presence, false alarm rates, etc.) are inevitably subjective, the decomposition of that information onto specific factors affords transparency into their contribution to the final result and provides a basis for rational mission evaluation. (C) 2019 COSPAR. Published by Elsevier Ltd. All rights reserved.
机译:使用历史数据和正式(贝叶斯)信息价值测度描述了一种对不同任务架构进行定量评估的框架。对于二元问题(例如,“欧罗巴上是否有生命?”),认为结果的科学价值与答案的后验似然比的对数成正比,并且可以从对仪器的假阳性率和给定位置上生物特征的存在(PD)。期望收益是所寻求结果与所需发射,着陆,样本获取等步骤的马尔可夫成功概率的乘积,并且审查历史行星任务数据以得出(有时令人沮丧的)这些概率的估计值,例如历史着陆成功率约为66%,当着陆成功时,单个样本采集/分析/返回的条件率具有相似的值。地球上的海底勘探历史被用作模拟,并表明在缺乏紧密侦察数据的情况下,P-D可能具有相当低的值,约为1%或更小。数据采集​​成功框架在以下方面得到证明:单人着陆器与多个着陆器的价值,多羽飞越任务的越过高度的选择以及水面机动性的价值,对于较小的PD值,其科学回报乘以访问的网站数。贝叶斯推理需要封装先验信息:尽管这样的估计(对生物签名的存在,误报率等)不可避免地是主观的,但是将这些信息分解为特定因素可以使它们对最终结果的贡献变得透明,并为合理化提供依据。任务评估。 (C)2019 COSPAR。由Elsevier Ltd.出版。保留所有权利。

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