Position: Home > Articles > Using Bayesian state-space modelling to assess Trichiurus japonicus stock in the East China Sea
Journal of Fishery Sciences of China
2015
(5)
1015-1026
应用贝叶斯状态空间建模对东海带鱼的资源评估
作 者:
张魁;陈作志
单 位:
中国水产科学研究院南海水产研究所;农业部南海渔业资源开发利用重点实验室
关键词:
贝叶斯状态空间模型;带鱼;资源评估;马尔可夫链蒙特卡罗;生物学参考点
摘 要:
将贝叶斯状态空间建模方法应用于东海带鱼的资源评估,状态过程使用Pella-Tomlinson形式的剩余产量模型,同时考虑了过程误差与观测误差。建立了4种有、无先验信息的混合模型,进行马尔可夫链蒙特卡罗(Markov chain monte carlo,MCMC)模拟。结果显示,有内禀增长率r、环境容量K先验信息的模型1通过了收敛和自相关诊断,并得到了最小的DIC(deviance information criterion)值;不同先验分布对参数r、K输出结果影响较大,说明数据对r、K的先验分布比较敏感;3种P-T模型中,r、K的后验分布与先验分布类型都相差较大,这表明与先验分布相比,数据对参数r、K的后验分布产生了较大影响。生物学参考点的结果显示,东海带鱼在1995—2010年处于过度捕捞状态(产量超过最大持续产量MSY),在2000—2006年情况恶化(捕捞死亡系数F>FMSY),2012年状况较好,但仍需要加强管理。
译 名:
Using Bayesian state-space modelling to assess Trichiurus japonicus stock in the East China Sea
作 者:
ZHANG Kui;CHEN Zuozhi;Key Laboratory of South China Sea Fishery Resources Exploitation & Utilization, Ministry of Agriculture,South China Sea Fisheries Research Institute, Chinese Academy of Fishery Sciences;
关键词:
Bayesian state-space model;;Trichiurus japonicas;;stock assessment;;Markov Chain Monte Carlo;;biological reference point
摘 要:
Hairtail(Trichiurus japonicus) is one of the most economically important fish species in the East China Sea and supports one of the most valuable fisheries in China. From 1990 to 2012, the total catch for this fishery ranged from 0.39 to 0.91 million tons. However, most studies on this fishery concentrated on feeding habit, variations of catches, trophic composition, and the stock-recruitment relationship. For management, yield per recruit and surplus production models were applied to analyze the data of this fishery and provide a rough MSY estimate of approximately 7.5×105 tons. Until now, reports on the use of stock assessment models for this fishery are limited, and no uncertainty assessment has been undertaken. Therefore, Bayesian state-space modelling was applied to the catch and catch per unit effort(CPUE) data for this fishery. A state-space model describes the dynamics of two related processes: the observation process, which is a function of the unobserved state process, and the state process, which describes the unobserved population dynamics in terms of biomass or abundance. In the present study, the Pella–Tomlinson surplus production model was used for the state process. We used Bayesian inference because it can take into account more uncertainties that are linked to parameters. In this study, four models were constructed based on Markov Chain Monte Carlo simulation with a mix of information and non-information priors. Marginal posterior distributions of model parameters, biological reference points(BRPs), and unobserved variables were based on 250000 iterations after discarding the first 50000 burn-in iterations to ensure no persistent initial pathologic behavior. Results showed that the best-fit of the four models was model 1, with lognormal priors for the intrinsic rate of increase r and carrying capacity K based on deviance information criterion. Gelman & Rubin's method was applied for convergence diagnostics, and WINBUGS software computed the results of the autocorrelation diagnostics. The parameters in model 1 were best fit and passed all the diagnostics. The prior distributions had a significant impact on the results of r and K, which indicates that the data are sensitive to the type of prior distributions of r and K. The significant difference between the prior and posterior distributions of r and K indicate that the data provide more information than the prior distribution for Bayesian analysis. BRP results showed that hairtail stock was overfished from 1995 to 2010(catch over maximum sustainable yield) and faced a serious threat from 2000 to 2006(fishing mortality coefficient over FMSY). The stock was in a good state in 2012 but required persistent management. Because of possible statistical distortion, the results of MSY and BMSY may be overrated. The estimated results from 2004 to 2012 also have uncertainties, because the hairtail fishery in the East China Sea was also influenced by monsoon, precipitation, and other environmental factors.