Resumen

CAICEDO, YADIRA; MARTOS, CARLOS A  y  TRUJILLO, CARLOS A. g-Golomb Rulers. Integración - UIS [online]. 2015, vol.33, n.2, pp.161-172. ISSN 0120-419X.

A set of positive integers A is called a g-Golomb ruler if the difference between two distinct elements of A is repeated at most g times. This definition is a generalization of the Golomb ruler (g = 1). In this paper we construct g-Golomb ruler from Golomb ruler and we prove two theorems about extremal functions associated with this sets

Palabras clave : Sidon sets; B₂ sets; Golomb ruler.

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