Subdivisions of a city, 1, 2, and 3, are located at the points P1(0,2), P3(5,1), P2(2,6)...
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Subdivisions of a city, 1, 2, and 3, are located at the points P1(0,2), P3(5,1), P2(2,6) respectively. We would like to locate a government office to serve all subdivisions. However, because of many existing obstacles such as buildings and lakes, we decided to consider only candidate locations such as (0,2), (5,1), (2,6), (2,2), (3,3). Since the population of each subdivision is the same, we assume that W1=W2=DW3. Formulate the problem as a Single Minisum discrete problem and solve it by AMPL. Subdivisions of a city, 1, 2, and 3, are located at the points P1(0,2), P3(5,1), P2(2,6) respectively. We would like to locate a government office to serve all subdivisions. However, because of many existing obstacles such as buildings and lakes, we decided to consider only candidate locations such as (0,2), (5,1), (2,6), (2,2), (3,3). Since the population of each subdivision is the same, we assume that W1=W2=DW3. Formulate the problem as a Single Minisum discrete problem and solve it by AMPL.
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