Boxplots of MCMC distributions, and 95% CIs based on MLE asymptotic approximation around MLE point estimates. A) M MCMC, B) M asymptotic approximation, C) μf MCMC, D) μf asymptotic approximation, E) log(Bo) MCMC, and F) log(Bo) asymptotic approximation.</p
The logistic model for population growth is the simplest form of a differential equation which satis...
Abstract.—The Alverson and Carney (AC) model for estimating the instantaneous rate of natural mortal...
The recruitment compensation metrics, the stock–recruit steepness (h) and compensation ratio (κ), ar...
MCMC quantiles of 0, 0.25, 0.5, 0.75, and 1.0, and 95% CIs around the MLE from the asymptotic approx...
<p>Parameter estimates (and CIs) for the model relating the strength of density dependence on mortal...
Uncertainty coming from assessment models leads to risk in decision making and ignoring or misestima...
fisheries stock assessment model that has been developed to estimate an overfishing limit (OFL) in d...
In marine management, fish stocks are often managed on a stock‐by‐stock basis using single‐species m...
Ecological models allow resource managers to evaluate human impacts on fish and their habitat. Howev...
Gedamke and Hoenig (2006) (Transactions of the American Fisheries Society, 135: 476-487) developed a...
<p>Median and 95% credibility interval for initial natural mortality (<i>m</i><sub>0</sub>), final n...
<p>Different selectivities, fishing mortality rates (<i>F</i>) and relative fishing mortality rates ...
We consider estimation of mortality rates and growth parameters from length-frequency data of a fish...
Models for fluctuations in size of fish stocks must include parameters that describe expected dynami...
<p>Parameter estimates from GLMM modelling of the effect of lobster size, sex, and fishing zone on t...
The logistic model for population growth is the simplest form of a differential equation which satis...
Abstract.—The Alverson and Carney (AC) model for estimating the instantaneous rate of natural mortal...
The recruitment compensation metrics, the stock–recruit steepness (h) and compensation ratio (κ), ar...
MCMC quantiles of 0, 0.25, 0.5, 0.75, and 1.0, and 95% CIs around the MLE from the asymptotic approx...
<p>Parameter estimates (and CIs) for the model relating the strength of density dependence on mortal...
Uncertainty coming from assessment models leads to risk in decision making and ignoring or misestima...
fisheries stock assessment model that has been developed to estimate an overfishing limit (OFL) in d...
In marine management, fish stocks are often managed on a stock‐by‐stock basis using single‐species m...
Ecological models allow resource managers to evaluate human impacts on fish and their habitat. Howev...
Gedamke and Hoenig (2006) (Transactions of the American Fisheries Society, 135: 476-487) developed a...
<p>Median and 95% credibility interval for initial natural mortality (<i>m</i><sub>0</sub>), final n...
<p>Different selectivities, fishing mortality rates (<i>F</i>) and relative fishing mortality rates ...
We consider estimation of mortality rates and growth parameters from length-frequency data of a fish...
Models for fluctuations in size of fish stocks must include parameters that describe expected dynami...
<p>Parameter estimates from GLMM modelling of the effect of lobster size, sex, and fishing zone on t...
The logistic model for population growth is the simplest form of a differential equation which satis...
Abstract.—The Alverson and Carney (AC) model for estimating the instantaneous rate of natural mortal...
The recruitment compensation metrics, the stock–recruit steepness (h) and compensation ratio (κ), ar...