Clustering groups objects into k nonempty sets so members within a set share a natural relation, measured through similarity or dissimilarity. Because group order does not matter, clustering is a combinatorial partitioning problem. section 2.1.1
Smart carts
Shopping or luggage carts left in different places could gather near designated assembly points, making collection and redistribution easier. section 2.1.1
Figure 2.3 Smart cart clustering. Unused shopping or luggage carts congregate near designated assembly points to make collection and redistribution easier.
The figure illustrates carts congregating near designated assembly points. section 2.1.1

















