On subsequences of arithmetic sequences
D. Mandelbaum · IEEE Transactions on Computers · 1988
A property of subsequences in arithmetic or decimal sequences is proved. This property has a somewhat similar counterpart for linear-feedback shift register (LFSR) sequences discovered by J.L. Massey (1969). However, it is proved in a different manner, and the limit bound is two units away from the corresponding LFSR property. This property holds for any radix, but the conditions depend somewhat on the radix.>