Given k alphabets and a length of n, find how many unique strings can be formed using these k alphabets of length n. Two strings are considered same if one can be obtained from another through rotation or through reversing.
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Given k alphabets and a length of n, find how many unique strings can be formed using these k alphabets of length n. Two strings are considered same if one can be obtained from another through rotation or through reversing.
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what do you need? to apply burnside lemma you need to identify the permutation group, which in this case has 2 * n elements, and the the number of fixed strings for each element...