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The defining length and order of the schema 1************1 is what? how to solve this?
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Consider binary strings of length 6. The schema 1*10*1 describes the set of all strings of length 6 with 1's at positions 1, 3 and 6 and a 0 at position 4. The * is a wildcard symbol, which means that positions 2 and 5 can have a value of either 1 or 0. The order of a schema o(H) is defined as the number of fixed positions in the template, while the defining length (H) is the distance between the first and last specific positions. The order of 1*10*1 is 4 and its defining length is 5. and in this string is "1************1" so order is 2 and length is 13. this is the Holland's schema theorem, also called the fundamental theorem of genetic algorithms