[julia-users] Re: Generating MLS Sequences: modulo-2 polynomial factorization

2016-10-21 Thread CrocoDuck O'Ducks
These are very good info, thanks! On Friday, 21 October 2016 11:49:42 UTC+1, Fredrik Johansson wrote: > > On Thursday, October 20, 2016 at 9:52:26 PM UTC+2, CrocoDuck O'Ducks wrote: >> >> Hi there cool people! >> >> I have implemented a simple MLS generator using linear feedback shift >> register

[julia-users] Re: Generating MLS Sequences: modulo-2 polynomial factorization

2016-10-21 Thread Fredrik Johansson
On Thursday, October 20, 2016 at 9:52:26 PM UTC+2, CrocoDuck O'Ducks wrote: > > 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

[julia-users] Re: Generating MLS Sequences: modulo-2 polynomial factorization

2016-10-21 Thread CrocoDuck O'Ducks
Wow! Nice! Thank you very much, I will dive into the report. As for non-linearity, I think I already read your comment when I was preparing my DSP assignment at uni. To detect and deal with non-linearity I have decide to stick with this swept sine method th

[julia-users] Re: Generating MLS Sequences: modulo-2 polynomial factorization

2016-10-20 Thread Matthew Wright
Sorry I haven't got a Julia implementation but this report , Primitive Polynomial Generation Algorithms Implementation and Performance Analysis by Nirmal R Saxena and Edward J McCluskey, gives efficient algorithms that shouldn't be too hard t