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École Polytechnique Fédérale de Lausanne vía Coursera
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Linear and Discrete Optimization

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  • Linear programming, modeling, equivalence of standard forms
  • Basic solutions, primal and dual feasible basic solutions, pivoting and the simplex method
  • Termination and complexity of the simplex method
  • Integer programming, bipartite matching and flows
  • Models of computation, bit-complexity