Generating De Bruijn cycles with primitive polynomials

Last week I wrote about a way to use De Bruijn cycles. Today I’ll write about a way to generate De Bruijn cycles. De Bruijn cycles Start with an alphabet of k symbols. B(k, n) is the set of cycles of that contain every sequence of n symbols, and is as short as possible. Since … Continue reading Generating De Bruijn cycles with primitive polynomials