“…: sparse arrays [4,5,[8][9][10][11][12] (i.e., arrays whose uniformly excited elements are properly located onto a non regular grid), thinned arrays [13][14][15][16][17] (wherein, starting from an otherwise regular arrays, the required performances are achieved by properly withdrawing a certain number of elements), and clustered arrays [1,6,7,[18][19][20] (wherein the overall array is subdivided into a number of possibly different uniformly excited sub-arrays). By noting that a number of hybrid solutions [21][22][23] are also possible, we will focus our attention on the third chance.…”