I am trying to replicate the following code (based on Financial Optimization in R by @EnricoSchumann) but I got the following error. The code tries to solve Markowitz Model with cardinality constraint. Further, it also tries to constraint the value of minimum weight (winf) to be non-zero.
Error:
Error in sample.int(length(x), ...) : invalid first argument
Code
library(NMOF)
resample <- function(x,...) x[sample.int(length(x),...)]
data <- list(m = colMeans(fundData), ## expected returns
Sigma = cov(fundData), ## expected var of returns
na = dim(fundData)[2L], ## number of assets
eps = 0.2/100, ## stepsize for LS
winf = 0.03, ## minimum weight
wsup = 0.5, ## maximum weight
lambda = 1)
cat("The Portfolio will consist of at least ", ceiling(1/data$wsup),
" assets. \n", sep = "")
OF <- function(w, data){
data$lambda * (w %*% data$Sigma %*% w) -
(1 - data$lambda) * sum(w * data$m)
}
neighbour <- function(w, data){
toSell <- which(w > data$winf)
toBuy <- which(w < data$wsup)
i <- toSell[sample.int(length(toSell), size = 1L)]
j <- toBuy[sample.int(length(toBuy), size = 1L)]
eps <- runif(1) * data$eps
eps <- min(w[i] - data$winf, data$wsup - w[j], eps)
w[i] <- w[i] - eps
w[j] <- w[j] + eps
w
}
#Initial Random Solution
makex<-function(data){
resample <- function(x,...)
x[sample.int(length(x),...)]
w0 <- numeric(data$na)
nAssets <- resample(ceiling(1/data$wsup):data$na,1L)
w0[sample(seq_len(data$na),nAssets)] <- runif(nAssets)
w0/sum(w0)
}
w0 <- makex(data)
algo <- list(x0 = w0, neighbour = neighbour, nS = 5000L)
system.time(sol1 <- LSopt(OF, algo, data))
Suggestions welcome!
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