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According the Linear feedback shift register page on Wikipedia,
Beside that the Galois LFSR is more computer-friendly,
can you tell what are the real advantages of using a Galois one over a Fibonacci one ?
In other words, I am already satisfied with the results of the Fibonacci LFSR but in what the Galois one can be even better ?
Thank you 🙂
The output sequences are exactly the same (for a given polynomial). The only difference is the implementation. If you are implementing a LFSR in a CPU then the Galois structure is likely faster. If you are implementing it in an FPGA it may not matter.