GAMS TUTORIAL SLIDES

GAMS TUTORIAL SLIDES - A GAMS TUTORIAL A GAMS TUTORIAL A...

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Unformatted text preview: A GAMS TUTORIAL A GAMS TUTORIAL A GAMS TUTORIAL WHAT IS GAMS ? z General Algebraic Modeling System z Modeling linear, nonlinear and mixed integer optimization problems z Useful with large, complex problems A GAMS TUTORIAL A GAMS TUTORIAL A GAMS Example TRANSPORTATION EXAMPLE z A toy problem! z 2 supply plants, 3 markets, and 1 commodity. z Given: unit costs of shipping. z How much to ship to minimize total transportation cost A GAMS TUTORIAL A GAMS TUTORIAL Minimize: Transportation cost Subject to: Demand satisfaction and supply constraints 325 275 300 600 350 2 . 5 k M i l e s 1 . 4 k M i l e s 2 . 5 k M i l e s 1 . 8 k M i l e s 1 . 8 k M i l e s 1 . 7 k M i l e s San Diego Topeka New York Chicago Seattle A GAMS Example TRANSPORTATION EXAMPLE A GAMS TUTORIAL A GAMS TUTORIAL Distances Markets Plants New York Chicago Topeka Supply Seattle 2.5 1.7 1.8 350 San Diego 2.5 1.8 1.4 600 Demand 325 300 275 Shipping costs are assumed to be $90 per case per kMile. A GAMS Example TRANSPORTATION EXAMPLE A GAMS TUTORIAL A GAMS TUTORIAL Transportation Example: ALGEBRAIC REPRESENTATION Indices (or sets): i = plants j = markets Given Data (or parameters): a i = supply of commodity of plant i (in cases) b j = demand for commodity at market j (cases) c ij = cost per unit shipment between plant i and market j ($/case) A GAMS TUTORIAL A GAMS TUTORIAL Transportation Example: ALGEBRAIC REPRESENTATION Decision Variables: x ij = amount to ship from plant i to market j (cases), where x ij 0, for all...
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GAMS TUTORIAL SLIDES - A GAMS TUTORIAL A GAMS TUTORIAL A...

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