admb_real:n3_re_catch:locking_variables:locking_tests
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admb_real:n3_re_catch:locking_variables:locking_tests [2010/10/19 11:48] – lennartfr | admb_real:n3_re_catch:locking_variables:locking_tests [2010/10/20 14:44] (current) – lennartfr | ||
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The variables in question are the catchability, | The variables in question are the catchability, | ||
- | :!: **Note** AD Model builder refers to latent variables as //random effects//, abbreviated as RE. This abbreviation appears below when talking about misfit to the survey data. | + | :!: **Note** AD Model builder refers to latent variables as //random effects//, abbreviated as RE. This abbreviation appears below when talking about misfit |
===== Summary ===== | ===== Summary ===== | ||
+ | |||
+ | :!: If either q or M are fixed, then the results are similar to those of the case with no latent variables, but with much smaller confidence intervals, and better fit with the survey observations. | ||
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+ | :!: If neither of these two variables are fixed, the results are worse than with no latent variables, in the sense that the confidence intervals are larger, and that the mortality often reaches its upper bound. The misfit with the survey observations is also worse in this case. | ||
+ | |||
+ | Detailed comments: | ||
^ Experiment ^ Comments | | ^ Experiment ^ Comments | | ||
- | | Exact catch (no latent variables) | This can be considered | + | | Exact catch (no latent variables) | This we will refer to as the //base case//. The parameter estimates are seemingly reasonable, but the confidence intervals are relatively large. The parameter estimates and standard deviations are: <file txt cod.std> index |
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</ | </ | ||
| All variables locked | The only free variables are the stock sizes and the latent variables. The stock size estimates are essentially equal to the base case. Since so many variables are locked, the confidence intervals are very small. The misfit is better than for the base case. | | | All variables locked | The only free variables are the stock sizes and the latent variables. The stock size estimates are essentially equal to the base case. Since so many variables are locked, the confidence intervals are very small. The misfit is better than for the base case. | | ||
- | | No variables locked | The stock estimates are about double what they are in the base case. To compensate, the mortality almost reaches its upper bound, and the confidence intervals are larger than for the base case. The misfit is worse than the base case. | | + | | No variables locked | **BAD**. |
- | | q locked | | | + | | q locked | **GOOD** The stock estimates are slightly larger than for the base case. The mortality is also slightly larger, whereas the standard deviation of the survey observations is about the same. The confidence intervals are very small, and the misfit is better than for the base case. | |
- | | s locked | | | + | | s locked | **BAD** The stock sizes once again grow to about twice of those of the base case. The mortality reaches its upper bound, and the catchability q is much lower than for the base case. The misfit is worsened. |
- | | M locked | | | + | | M locked | **GOOD** The estimates are more or less the same as for the base case, but the confidence intervals are much smaller. The misfit is improved. |
- | | q, s, locked | | | + | | q, s, locked | ** GOOD ** Roughly the same as if only q or M are fixed. |
- | | q, M, locked | | | + | | q, M, locked | ::: | |
- | | s, M, locked | | | + | | s, M, locked | ::: | |
===== Experiments from section on misfit testing ===== | ===== Experiments from section on misfit testing ===== | ||
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</ | </ | ||
+ | :!: The black curve with triangles is the cumulative estimate for the class of 4-6 year olds. | ||
==== All variables locked ==== | ==== All variables locked ==== | ||
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# ce: | # ce: | ||
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===== One variable locked ===== | ===== One variable locked ===== | ||
admb_real/n3_re_catch/locking_variables/locking_tests.1287488885.txt.gz · Last modified: 2010/10/19 11:48 by lennartfr