Citation: | GUAN Wenjiang, TANG Lin, ZHU Jiangfeng, TIAN Siquan, XU Liuxiong. Application of a Bayesian method to data-poor stock assessment by using Indian Ocean albacore (Thunnus alalunga) stock assessment as an example[J]. Acta Oceanologica Sinica, 2016, 35(2): 117-125. doi: 10.1007/s13131-016-0814-0 |
Babcock E A. 2014. Application of a Bayesian surplus production model to preliminary data for south Atlantic albacore. Collect Vol Sci Pap ICCAT, 73(3): 1326-1334
|
Bentley N, Stokes K. 2009. Contrasting paradigms for fisheries man-agement decision making: How well do they serve data-poor fisheries. Marine and Coastal Fisheries: Dynamics, Manage-ment, and Ecosystem Science, 1(1): 391-401
|
Chen I C, Lee Peifen, Tzeng W N. 2005. Distribution of albacore (Thunnus alalunga) in the Indian Ocean and its relation to en-vironmental factors. Fisheries Oceanography, 14(1): 71-80
|
Chen Y. 2003. Quality of fisheries data and uncertainty in stock as-sessment. Sci Mar, 67(Suppl 1): 75-87
|
Costello C, Ovando D, Hilborn R, et al. 2012. Status and solutions for the world's unassessed fisheries. Science, 338(6106): 517-520
|
Guan Wenjiang, Zhu Jiangfeng, Xu Liuxiong. 2014. Analyzing popula-tion dynamics of Indian Ocean albacore (Thunnus alalunga) using Bayesian biomass dynamics model. IOTC-2014-WPTmT05-21. 5th Working Party on Temperate Tunas. Busan, Korea: Indian Ocean Tuna Commission
|
Haddon M. 2001. Modelling and Quantitative Methods in Fisheries. Boca Raton: Chapman & Hall/CRC Press
|
Hilborn R, Walters C J. 1992. Quantitative Fisheries Stock Assess-ment: Choice, Dynamics and Uncertainty. New York: Chap-man & Hall
|
Hillary R M. 2008. Surplus production analyses for Indian Ocean al-bacore. IOTC-2008-WPTe-06. 2nd Working Party on Temper-ate Tunas. Bangkok, Thailand: Indian Ocean Tuna Commission
|
Honey K T, Moxley J H, Fujita R M. 2010. From rags to fishes: data-poor methods for fishery managers. Managing Data-Poor Fish-eries: Case Studies, Models & Solutions, 1: 159-184
|
IOTC. 2014. Report of the Fifth Session of the IOTC Working Party on Temperate Tunas. IOTC-2014-WPTmT05-R[E]. 5th Working Party on Temperate Tunas. Busan, Korea: Indian Ocean Tuna Commission
|
Jiao Y, Cortés E, Andrews K, et al. 2011. Poor-data and data-poor spe-cies stock assessment using a Bayesian hierarchical approach. Ecol Appl, 21(7): 2691-2708
|
Lee Liangkang, Hsu Chihcheng, Chang Fengchen. 2014. Albacore (Thunnus alalunga) CPUE trend from Indian ocean core alba-core areas based on Taiwanese longline catch and effort statist-ics dating from 1980 to 2013. IOTC-2014-WPTmT05-19. 5th Working Party on Temperate Tunas. Busan, Korea: Indian Ocean Tuna Commission
|
Liermann M, Hilborn R. 1997. Depensation in fish stocks: a hierarch-ic Bayesian meta-analysis. Can J Fish Aquat Sci, 54(9): 1976-1984
|
Lunn D J, Thomas A, Best N, et al. 2000. WinBUGS-a Bayesian model-ling framework: concepts, structure, and extensibility. Statistics and Computing, 10(4): 325-337
|
Kéry M. 2010. Introduction to WinBUGS for Ecologists: A Bayesian Approach to Regression, ANOVA, Mixed Models and Related Analyses. San Diego: Academic Press
|
Kuparinen A, Mäntyniemi S, Hutchings J A, et al. 2012. Increasing biological realism of fisheries stock assessment: towards hier-archical Bayesian methods. Environ Rev, 20(2): 135-151
|
Magnusson A, Hilborn R. 2007. What makes fisheries data informat-ive? Fish and Fisheries, 8(4): 337-358
|
Maravelias C D, Hillary R, Haralabous J, et al. 2010. Stochastic bioeconomic modelling of alternative management measures for anchovy in the Mediterranean Sea. ICES J Mar Sci, 67(6): 1291-1300
|
Márquez-Farías J F, Rosales-Juárez F J. 2013. Intrinsic rebound po-tential of the endangered (Totoaba macdonaldi) population, endemic to the Gulf of California, México. Fisheries Research,147: 150-153
|
Matsumoto T, Nishida T, Kitakado T. 2014. Stock and risk assess-ments of albacore in the Indian Ocean based on ASPIC. IOTC-2014-WPTmT05-22. 5th Working Party on Temperate Tunas. Busan, Korea: Indian Ocean Tuna Commission
|
McAllister M K, Kirkwood G P. 1998. Bayesian stock assessment: a re-view and example application using the logistic model. ICES J Mar Sci, 55(6): 1031-1060
|
McAllister M K, Pikitch E K, Babcock E A. 2001. Using demographic methods to construct Bayesian priors for the intrinsic rate of in-crease in the Schaefer model and implications for stock re-building. Can J Fish Aquat Sci, 58(9): 1871-1890
|
McAllister M K, Pikitch E K, Punt A E, et al. 1994. A Bayesian ap-proach to stock assessment and harvest decisions using the sampling/importance resampling algorithm. Can J Fish Aquat Sci, 51(12): 2673-2687
|
Millar R B, Meyer R. 2000. Non-linear state space modelling of fisher-ies biomass dynamics by using Hastings-Metropolis within-Gibbs sampling. Applied Statistics, 49(3): 327-342
|
Musick J A, Harbin M M, Berkeley S A, et al. 2000. Marine, estuarine, and diadromous fish stocks at risk of extinction in North Amer-ica (exclusive of Pacific salmonids). Fisheries, 25(11): 6-30
|
Nishida T, Kitakado T, Matsumoto T. 2014. Consideration and pro-posal of biological parameters for the 2014 albacore stock as-sessment in the Indian Ocean. IOTC-2014-WPTmT05-16. 5th Working Party on Temperate Tunas. Busan, Korea: Indian Ocean Tuna Commission
|
Nishida T, Matsumoto T, Kitakado T. 2012. Stock and risk assess-ments on albacore (Thunnus alalunga) in the Indian Ocean based on AD Model Builder implemented Age-Structured Pro-duction Model (ASPM) IOTC-2012-WPTmT04-21 Rev_4. 4th Working Party on Temperate Tunas. Shanghai, China: Indian Ocean Tuna Commission
|
Punt A E, Smith D C, Koopman M T. 2005. Using information for ‘data-rich’ species to inform assessments of ‘data-poor’ species through Bayesian stock assessment methods. Final Report to Fisheries Research and Development Corporation Project No. 2002/094. Primary Industries Research Victoria, Queenscliff: Department of Primary Industries
|
Punt A E, Smith D C, Smith A D M. 2011. Among-stock comparisons for improving stock assessments of data-poor stocks: the “Robin Hood” approach. ICES J Mar Sci, 68(5): 972-981
|
R Core Team. 2012. R: a language and environment for statistical computing. R Foundation for Statistical Computing, Vienna, Austria. http://www.R-project.org/[2015-6-25]
|
Simon M, Fromentin J M, Bonhommeau S, et al. 2012. Effects of stochasticity in early life history on steepness and population growth rate estimates: an illustration on Atlantic Bluefin tuna. PLoS One, 7(10): e48583, doi: 10.1371/journal.pone.0048583
|