
doi: 10.1007/bf02187750
The author presents a linear-time algorithm for a class of problems including the multiplicative weighted-center problem, that is, there are some demand points and one seeks a facility location to minimize the largest weighted distance between the facility and any demand point. The main example is the problem of finding the smallest ball enclosing n given balls.
multiplicative weighted-center problem, facility location, Analysis of algorithms and problem complexity, Inventory, storage, reservoirs, Quadratic programming, Article, 510.mathematics, Nonlinear programming, linear-time algorithm
multiplicative weighted-center problem, facility location, Analysis of algorithms and problem complexity, Inventory, storage, reservoirs, Quadratic programming, Article, 510.mathematics, Nonlinear programming, linear-time algorithm
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