📄 diehard_operm5.h
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/* * diehard_operm5 test header. *//* * function prototype */void diehard_operm5(Test **test, int irun);static Dtest diehard_operm5_dtest = { "Diehard OPERM5 Test","\n\#==================================================================\n\# Diehard Overlapping 5-Permutations Test.\n\# This is the OPERM5 test. It looks at a sequence of one mill- \n\# ion 32-bit random integers. Each set of five consecutive \n\# integers can be in one of 120 states, for the 5! possible or- \n\# derings of five numbers. Thus the 5th, 6th, 7th,...numbers \n\# each provide a state. As many thousands of state transitions \n\# are observed, cumulative counts are made of the number of \n\# occurences of each state. Then the quadratic form in the \n\# weak inverse of the 120x120 covariance matrix yields a test \n\# equivalent to the likelihood ratio test that the 120 cell \n\# counts came from the specified (asymptotically) normal dis- \n\# tribution with the specified 120x120 covariance matrix (with \n\# rank 99). This version uses 1,000,000 integers, twice. \n\#\n\
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