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OPERATIONAL RESEARCH I

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Learning Outcomes

  • develop linear programming (LP) models for real-life decision making problems.
  • explain the operations research methodology and problem solving approah.
  • explain the fundamentals, assumptions and components of LP.
  • distinguish the LP models from other mathematical models.
  • formulate the decision making problems using LP methods.
  • solve LP models.
  • explain mathematical essentials of LP.
  • solve the two variable LP problems graphically.
  • explain the approach and theory of the simplex algorithm.
  • arrange the initial simplex tableau and solves the LP model.
  • solve the LP model using artificial variable techniques (two-phase method, Big_M method).
  • evaluate the obtained results from the simplex tableau.
  • interpret the duality in linear programming and make the sensitivity analysis.
  • explain the rlatinship between primal and dual models.
  • interpret the dual variables (shadow prices).
  • solve the LPmodel using the dual simplex method.
  • investigate the effects on the changes in the optimal solution with sensitivity analysis.
  • use goal programming approach.
  • formulate a multicriteria LP problem with the aid of goal programming.
  • apply weighted and preemptive goal programming models.
  • solve transportation, assignment, and transshipment problems using special algorithms.
  • develop LP models for the problems.
  • find optimum solution implementing iterations in a transportation tableau.
  • use Hungarian method to solve assignment problem.
  • use computer softwares for solving LP models.
  • use Lingo, Gams, Excel, Winqsb, Qm, and Tora for solving LP models.
  • interpret the output reports making technical and economical analysis.
  • prepare a research project on LP applications.
  • recognize the real-world LP aplications.
  • investigate the articles published in international refereed journals using electronic database.
  • report a formal proposal written considering project writing guide.
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