Meta-analysis is a quantitative approach for systematically combining the results of previous research in order to arrive at conclusions about the body of research. Studies of a topic are first systematically identified. Criteria for including and excluding studies are defined, and data from the eligible studies are abstracted. Last, the data are combined statistically, yielding a quantitative estimate of the size of the effect of treatment and a test of homogeneity in the estimate of effect size. One of the key point is the statistical methods in meta-analysis. The goals of the statistical analysis of data from several studies are to estimate a summary measure of effect size, the variance of the summary estimate of effect size, and a confidence interval. This chapter describes the statistical methods that address these three goals. Section 1 discusses binary data using the relative risk, odds ratio and rate difference. Section 2 discusses the ordinal data, also shows some examples. Sections 3 discusses the cumulative meta-analysis.