Description Usage Arguments Value
This simulates a process where there is a cost to changing the policy.
1 2 |
f |
the growth function of the escapement population (x-h) should be a function of f(y, p), with parameters p |
x_grid |
the discrete values allowed for the population size, x |
h_grid |
the discrete values of harvest levels to optimize over |
D |
the optimal solution indices on h_grid, given for each possible state at each timestep |
z_g |
a function which returns a random multiple for population growth |
z_m |
a function which returns the measurement uncertainty in the assessment of stock size |
z_i |
a function which returns a random number from a distribution for the implementation uncertainty in quotas |
alt_D |
an option to compute harvest with an alternate "optimal" solution as well, for comparison (indep of h_prev) |
p |
the parameters of the growth function |
Xo |
initial stock size |
a data frame with the time, fishstock, harvested amount, and what the escapement ("unharvested") is. Also the alternate fishstock and harvest dynamics, if calculated
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