Main Effects
Figure 1 Time series of catch, F and SBB relative to \(MSY\) benchmarks.
Figure 2 Recruitment by steepness and mature natural mortality.
Figure 3 Production functions by steepness and mature natural mortality;
Figure 4 Surplus production by steepness and mature natural mortality.
Figure 5 Kobe Phase plots by steepness and mature natural mortality.
Figure 6 Kobe Phase plot, for model error and base case estimation error.
Figure 7 Kobe Phase plot, for main effects with estimation error.
Figure 8 Retrospective dynamics, Mohn’s \(\rho\).
Figure 9 Regressions tree.
Figure 10 Kobe Phase plot for structual uncertainty for 1440 scenarios, estimates seperated by Mohn’s \(\rho\) (blue good).
Figure 11 Kobe weighted by MASE Index.
Figure 12 Kobe weighted by length comps.
Figure 13 Kobe, EW v AIC.
Figure 14 Indices of abundance.
Figure 15 Mean length.
Figure 16 MASE by index.
Figure 17 MASE p by index.
Figure 18 MASE by mean length.
Figure 19 Runs test p.
Figure 20 MASE v p by index.
Figure 21 MASE v p by mean length.
mohn3 is -0.263 when
Mmat is 0.4
CPUE is 0.2 or 0.3 or 0.4
mohn3 is -0.238 when
Mmat is 0.4
CPUE is 0.5
ESS is 20 or 50
mohn3 is -0.205 when
Mmat is 0.3
CPUE is 0.2 or 0.3
ESS is 100
mohn3 is -0.204 when
Mmat is 0.2 or 0.3
CPUE is 0.2 or 0.3
ESS is 20 or 50
mohn3 is -0.194 when
Mmat is 0.2 or 0.3
CPUE is 0.4 or 0.5
ESS is 20
mohn3 is -0.099 when
Mmat is 0.2 or 0.3
CPUE is 0.4 or 0.5
ESS is 50
mohn3 is -0.098 when
Mmat is 0.4
CPUE is 0.5
ESS is 100
mohn3 is -0.089 when
Mmat is 0.2
CPUE is 0.2 or 0.3
ESS is 100
mohn3 is -0.021 when
Mmat is 0.2 or 0.3
CPUE is 0.4 or 0.5
ESS is 100
