A BSSS algorithm for the single facility location problem in two regions with different norms

نویسنده:
, , ,
سال
: 2008
چکیده: Suppose the plane is divided by a straight line into two regions with different norms. We want to find the location of a

single new facility such that the sum of the distances from the existing facilities to this point is minimized. This is in fact a

non-convex optimization problem. The main difficulty is caused by finding the distances between points on different sides

of the boundary line. In this paper we present a closed form solution for finding these distances. We also show that the

optimal solution lies in the rectangular hull of the existing points. Based on these findings then, an efficient big square small

square (BSSS) procedure is proposed.
کلیدواژه(گان): Continuous location

Single facility

branch and bound

global optimization
کالکشن :
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  • آمار بازدید