Hi there cool people! I have implemented a simple MLS generator using linear feedback shift registers. I used as taps the ones provided in:
Vanderkooy, J. (1994). Aspects of MLS Measuring Systems. Journal of the > Audio Engineering Society, 42 (4), 219-231. > However, now that the theory is a little bit clearer to me, I would like to make it more general. The feedback taps are supplied by the coefficients of the primitive factors of the polynomial x^N + 1, where N is the length of the sequence (related to the number of registers). I would like to know from you guys if you think there is some Julia package I can use to calculate primitive factors of polynomials. As mentioned in the title, I need to perform this in modulo-2. Here <http://www.newwaveinstruments.com/resources/articles/m_sequence_linear_feedback_shift_register_lfsr.htm> there are more info and the Berlekamp algorithm is mentioned. Has that algorithm already been implemented somewhere (couldn't really quite find out at the moment)? If not, do you know any good source that could assist me in the implementation?
