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Hypothesis Testing with the Bootstrap - TAU

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population density is bimodal, but the Gaussian kernel density does not approximate it accurately, then the suggested test will not have high power. Bootstrap tests are useful when the alternative hypothesis is not well specified. In cases where there is parametric alternative hypothesis, likelihood or Bayesian methods might be preferable.

  With, Testing, Density, Kernel, Hypothesis, Bootstrap, Kernel density, Hypothesis testing with the bootstrap

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