[SOLVED] CS Constrained Optimization &

Constrained Optimization &
Linear Programming

Logistics Optimization Example 1

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Mt. Dora supply = 275,000
PROCESSING CENTERS
Ocala capacity=900,000
DEMAND CENTERS
Lessburg demand = 200,000
Orlando demand = 300,000
Tampa demand = 150,000
Sarasota demand = 200,000
Eustis supply = 400,000
Orlando capacity=200,000
Clermont supply = 300,000
Clermont capacity=100,000

Mt. Dora supply = 275,000
PROCESSING CENTERS
Ocala capacity=900,000
DEMAND CENTERS
Lessburg demand = 200,000
Orlando demand = 300,000
Tampa demand = 150,000
Sarasota demand = 200,000
Eustis supply = 400,000
Orlando capacity=200,000
Clermont supply = 300,000
Clermont capacity=100,000

Logistics Optimization Example 2

Substations
Los Angeles
Los Angeles
Los Angeles
Albuquerque
Las Cruces
Las Cruces
Albuquerque
Las Cruces
Albuquerque
Las Cruces
Las Cruces
Albuquerque

Substations
Los Angeles
Los Angeles
Los Angeles
Albuquerque
Las Cruces
Las Cruces
Albuquerque
Las Cruces
Albuquerque
Las Cruces
Las Cruces
Albuquerque
Los Angeles
Balance of
Las Cruces
Albuquerque

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