
In this chapter we present the so-called Quasi-Monte Carlo (QMC) method, which can be seen as a deterministic alternative to the standard Monte Carlo method: the pseudo-random numbers are replaced by deterministic computable sequences of \([0,1]^d\)-valued vectors which, once substituted mutatis mutandis in place of pseudo-random numbers in the Monte Carlo method, may significantly speed up its rate of convergence, making it almost independent of the structural dimension d of the simulation.
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