In some literature it is is mentioned, more or less in site notes , that the standard error ($\frac{\hat{\sigma}_N}{\sqrt{N}}$, with $\hat{\sigma}_N^2$ as the variance of the simulation) is not appropriate for low discrepancy numbers.But why is this true?I know that low discrepancy sequences makes only sense for certain $N = 2^n -1$. Given that choice of $N$ the standard error seems to be a good 'measure' for the quality of the simulation results to me.
Why is the standard error not suitable for sims with low discrepancy numbers?
monte carlo