g-SIDON MODULAR SETS AND g-GOLOMB MODULAR RULERS
A set in the group of integers modulo N, is a g-Sidon set if for each the equation has at most g solutions. Similarly, A is a g-Golomb ruler if with has at most g solutions. In this paper, we present bounds for the maximum number of elements of a g-Sidon modular set andwe also obtain the asymptotic value for the maximum cardinal of ag-Golomb modular ruler.
g-Sidon sets, g-Golomb rulers.
