By Simone Costa and others

The partial sums of a sequence *{\mathbf x} = x_1, x_2, \ldots, x_k* of distinct non-identity elements of a group *(G,\cdot)* are *s_0 = id_G* and *s_j = \prod_{i=1}^j x_i* for *0 < j \leq k*. If the partial sums are all different then *{\mathbf x}* is a linear sequencing... Show more

January 23, 2023

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Sequencings in Semidirect Products via the Polynomial Method

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