FAO Fisheries Technical Paper 400 Virtual Population Analysis - A Practical Manual for Stock AssessmentHans Lassen and Paul Medley |
FOOD AND AGRICULTURE ORGANIZATION OF THE UNITED NATIONS Rome, 2001
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ISBN 92-5-104533-X
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© FAO 2001
4.1 THE COHORT MODEL
4.2 THE CATCH MODEL
4.3 COHORT PROJECTIONS
4.4 SEPARABLE VPA
4.5 POPES APPROXIMATION
4.6 CONVERGENCE BEHAVIOUR OF THE VPA PROCEDURE
4.7 SOLVING THE VPA EQUATIONS4.7.1 Newton-Raphson Iteration
4.7.2 Functional Iteration
4.7.3 Least-Squares4.8 MULTISPECIES VPA
4.9 COMPARISON WITH OTHER STOCK ASSESSMENT MODELS
5.1.1 Index Standardisation
5.1.2 Dis-aggregated Abundance Indices
5.1.3 Biomass Indices5.2 FISHING MORTALITY INDICES
5.3 USING LENGTH COMPOSITIONS5.3.1 Factors Affecting Length Frequencies
5.3.2 Length to Age Conversion
6.1 LIKELIHOOD
6.2 LEAST-SQUARES ESTIMATION6.3 FINDING THE LEAST-SQUARES SOLUTION
7.1 SENSITIVITY ANALYSIS AND THE EFFECT OF HIGHLY INFLUENTIAL OBSERVATIONS
7.2 THE ANALYTICAL APPROACH TO VARIANCE-COVARIANCE ESTIMATION
7.3 ESTIMATING CONFIDENCE INTERVALS USING BOOTSTRAPS
7.4 ESTIMATION WHEN DATA ARE MISSING
7.5 RETROSPECTIVE ANALYSIS
8.1 ADAPT WITH EXTERNAL WEIGHTING
8.2 SEVERAL ABUNDANCE INDICES
8.3 EXTENDED SURVIVOR ANALYSIS (XSA)
8.4 DOWN WEIGHTING OF OLDER DATA IN THE ANALYSIS
8.5 REGULARISATION
9.1 PROJECTIONS OF FUTURE YIELDS AND STOCK DEVELOPMENT
9.2 SHORT TERM PROJECTIONS
9.3 STOCK RECRUITMENT
10.1 INTRODUCTION
10.2 SINGLE COHORT10.2.1 No Abundance Index
10.2.2 One Abundance Index
10.2.3 Uncertain Catch10.4 STRUCTURED LINK MODELS
10.5 CROSSLINKED MODELS10.5.1 Fitting the Model
10.5.2 Indicators and Reference Points10.6 BOOTSTRAPPING BASED ON MONTE CARLO SIMULATIONS