Abstract
AbstractIn order to carry out non‐conservative tests in the general two‐sample problem with ties, we want to know all possible sample‐values of the used test statistics and their occurrence probabilities as well. But this knowledge can be acquired only after very protracted attempts. In the present paper we depict a simple technique for obtaining that without any exertion in the case of the Wald‐Wolfowitz test statistic. With that, we then are able to lead the Wald‐Wolfowitz test easily and effortlessly in any manner conservative or non‐conservative and in the existence of any number and any length of ties.
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