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- W2529062558 abstract "nn-1 -n( ')S s s. was solved by C. Flye Sainte-Marie in 1894 and gives references to numerous other contributions to the problems of construction and existence of such sequences. An example with s=3 and n=2 is the cycle 11 22 33 13 2. There are 24 such cycles. A subset of these sequences can be generated by dividing 1 formally by a primitive polynomial f(x) of degree n in GF(s). s a prime power and by suitable modifications of the resultant power series. These sequences called maximal period sequences (m-sequences) or pseudo-random sequences (see for instance. Birkhoff and Bartee (1970) and MacWilliams and Sloane (1977» have been extensively used in the search" @default.
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- W2529062558 date "1988-01-01" @default.
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- W2529062558 title "Pseudo-random arrays and codes and designs balanced for residuals in two dimensions" @default.
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