Question: An L-bit linear feedback shift register is represented by its connection polynomial . It can be shown that if then the LFSR generates a purely
An L-bit linear feedback shift register is represented by its connection polynomial
. It can be shown that if
then the LFSR generates a purely periodic pseudo-random sequence for any initial state
The size of the period can depend on the initial state. What is the maximim period of a pseudo-random sequence generated by the 8-bit LFSR with connection polynomial
? Enter the period as an integer
C'(X) = 1+ C1X + C2X + ... + CLXL C'(X) = 1+ C1X + C2X + ... + CLXL
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