| 摘要 |
Maximum length properties of n-state sequences of n-state symbols with n=2 or n>2 are tested. Checkwords are generated from p consecutive n-state symbols in a sequence of n-state symbols which may overlap by (p-1) n-state symbols. If a sequence has np-1 n-state symbols in which 2 consecutive checkwords overlap in (p-1) n-state symbols and each checkword formed in the extended sequence is unique, then the sequence is a maximum length n-state sequence. An n-state feedback shift register based sequence generator with p n-state register elements is tested on the content of the shift register for np-1 cycles. If the shift register content is not repeated the sequence is maximum length. Generation of a sequence is stopped when the content repeats. Non-reversible n-state inverters and non-reversible n-state logic functions are applied to generate n-state sequences |
