Central limit theorem (CLT) sampling generates candidate values from sample means. As sample size increases, those means approximate a normal distribution regardless of the population’s distribution, making CLT sampling useful for initializing population-based metaheuristics. section 7.1
Python implementation
Choose a sample size N, repeatedly draw N binary random values, compute each sample mean, center it around zero, and scale it by 2√N. Generate separate coordinate lists to form candidate points. section 7.1
Compare CLT-generated points with pseudo-random, quasi-random, Box–Muller, Sobol, and Latin hypercube sampling when evaluating initial-population diversity. section 7.1
