Modeling uncertainty in fish population dynamics

Large uncertainties may exist in modeling various processes determining fisheries population dynamics. The uncertainties may come from various sources such as environmental variations (process errors), measurement errors, and model errors. In order to quantify the uncertainties, an understanding of...

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Main Author: Jiao, Yan
Format: Thesis
Language:English
Published: Memorial University of Newfoundland 2004
Subjects:
Online Access:https://research.library.mun.ca/10743/
https://research.library.mun.ca/10743/1/Jiao_Yan.pdf
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spelling ftmemorialuniv:oai:research.library.mun.ca:10743 2023-10-01T03:54:31+02:00 Modeling uncertainty in fish population dynamics Jiao, Yan 2004 application/pdf https://research.library.mun.ca/10743/ https://research.library.mun.ca/10743/1/Jiao_Yan.pdf en eng Memorial University of Newfoundland https://research.library.mun.ca/10743/1/Jiao_Yan.pdf Jiao, Yan <https://research.library.mun.ca/view/creator_az/Jiao=3AYan=3A=3A.html> (2004) Modeling uncertainty in fish population dynamics. Doctoral (PhD) thesis, Memorial University of Newfoundland. thesis_license Thesis NonPeerReviewed 2004 ftmemorialuniv 2023-09-03T06:48:01Z Large uncertainties may exist in modeling various processes determining fisheries population dynamics. The uncertainties may come from various sources such as environmental variations (process errors), measurement errors, and model errors. In order to quantify the uncertainties, an understanding of the complex model error structure in the population dynamic models and how the model error structure affects the parameter estimation is important. In this study I evaluated and quantified the uncertainties in modeling various processes of fisheries population dynamics using Monte Carlo simulations and applied the proposed methods to Atlantic cod stocks. -- The generalized linear model approach, which can readily deal with different error structures, were used to identify suitable model error structure in stock-recruitment modeling, stock biomass modeling, and age-structure population modeling. A simulation study was developed to evaluate the influence of stock mixing on the collection of fish growth data and estimation of growth parameters. The recent status of the Atlantic cod fishery in Divisions 2J3KL was evaluated using a composite risk assessment method which calculates the total risk of overexploitation in the cod fishery. I considered the uncertainties in both biological reference point and current fishing mortality estimates. -- I recommend that the generalized linear model be used to identify appropriate model error structures in stock-recruitment modeling, stock biomass modeling, and age-structure population modeling. I also suggest that stock mixing be incorporated into stock assessment models to improve the estimation of growth parameters in stock assessment. Uncertainty in both management reference points and in indicator reference points should be considered in evaluating stock status using the proposed composite risk assessment method. Thesis atlantic cod Memorial University of Newfoundland: Research Repository
institution Open Polar
collection Memorial University of Newfoundland: Research Repository
op_collection_id ftmemorialuniv
language English
description Large uncertainties may exist in modeling various processes determining fisheries population dynamics. The uncertainties may come from various sources such as environmental variations (process errors), measurement errors, and model errors. In order to quantify the uncertainties, an understanding of the complex model error structure in the population dynamic models and how the model error structure affects the parameter estimation is important. In this study I evaluated and quantified the uncertainties in modeling various processes of fisheries population dynamics using Monte Carlo simulations and applied the proposed methods to Atlantic cod stocks. -- The generalized linear model approach, which can readily deal with different error structures, were used to identify suitable model error structure in stock-recruitment modeling, stock biomass modeling, and age-structure population modeling. A simulation study was developed to evaluate the influence of stock mixing on the collection of fish growth data and estimation of growth parameters. The recent status of the Atlantic cod fishery in Divisions 2J3KL was evaluated using a composite risk assessment method which calculates the total risk of overexploitation in the cod fishery. I considered the uncertainties in both biological reference point and current fishing mortality estimates. -- I recommend that the generalized linear model be used to identify appropriate model error structures in stock-recruitment modeling, stock biomass modeling, and age-structure population modeling. I also suggest that stock mixing be incorporated into stock assessment models to improve the estimation of growth parameters in stock assessment. Uncertainty in both management reference points and in indicator reference points should be considered in evaluating stock status using the proposed composite risk assessment method.
format Thesis
author Jiao, Yan
spellingShingle Jiao, Yan
Modeling uncertainty in fish population dynamics
author_facet Jiao, Yan
author_sort Jiao, Yan
title Modeling uncertainty in fish population dynamics
title_short Modeling uncertainty in fish population dynamics
title_full Modeling uncertainty in fish population dynamics
title_fullStr Modeling uncertainty in fish population dynamics
title_full_unstemmed Modeling uncertainty in fish population dynamics
title_sort modeling uncertainty in fish population dynamics
publisher Memorial University of Newfoundland
publishDate 2004
url https://research.library.mun.ca/10743/
https://research.library.mun.ca/10743/1/Jiao_Yan.pdf
genre atlantic cod
genre_facet atlantic cod
op_relation https://research.library.mun.ca/10743/1/Jiao_Yan.pdf
Jiao, Yan <https://research.library.mun.ca/view/creator_az/Jiao=3AYan=3A=3A.html> (2004) Modeling uncertainty in fish population dynamics. Doctoral (PhD) thesis, Memorial University of Newfoundland.
op_rights thesis_license
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