#' Simulate biomass and effort trajectories with R
#'
#' @export
paradox_sim_R <- function(num_pop = 5, t_end = 1000, alpha =
numeric(), beta = 1/150, n = 1, m = 0.01, q = 0.01, p =
0.5, cpar = 1.4, sigma = 0.05) {
Eff <- num_pop+1
ts <- matrix(0,num_pop+1,t_end)
ts[,1] <- c(rep(50,num_pop),10)
stoch_m <- matrix(data = exp(rnorm(num_pop*t_end,-(sigma^2)/2,sigma)),num_pop,t_end)
for (t in 2:t_end) {
# Dynamics of Fish biomass
for (i in 1:num_pop) {
# Shepherd
ts[i,t] <- (ts[i,t-1]*(alpha[i] * stoch_m[i,t-1]))/
(1 + beta*ts[i,t-1]^(1/n)) + ts[i,t-1] * exp(-m-q*ts[Eff,t-1])
}
# Dynamics of Effort
total_biomass <- sum(ts[1:num_pop,t-1])
ts[Eff,t] <- ts[Eff,t-1]*exp(-cpar) + p * total_biomass *
((q * ts[Eff, t-1])/(m + q * ts[Eff, t-1])) * (1-exp(-m-q*ts[Eff,t-1]))
}
return(ts)
}
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