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I am not testing LFSR. I am testing my circuit that has a complete sequence.
For complete I mean 2^n numbers, and not 2^n-1 as in the LFSR case.
I can run simulations for small bit-lengths, lets say n < 24. If I add more bits the simulation will take too much time to complete. I can not run a...
Do you mean as a 2d plot? I plotted the generated numbers as an hystogram and they looked random. I also tested the sequence using all the Dieharder tests, and I got slightly better results than a simple lfsr.
My concearn is not on the quality of the sequence, but on the testability as I scale...
Hi I invented a "shift register" like circuit that behaves similarly to a linear feedback shift register, but it has a complete sequence.
From here on I will call this circuit Non-Linear Pseudo Random Generator NLPRG for simplicity.
Below some circuit typologies ranging from 3 up to 16 bits (...
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