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picture1_Algorithms For Optimization Pdf 86300 | Cours Opt


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File: Algorithms For Optimization Pdf 86300 | Cours Opt
may 27th 2015 numerical optimization basic concepts and algorithms r duvigneau r duvigneau numerical optimization basic concepts and algorithms 1 outline some basic concepts in optimization some classical descent algorithms ...

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                                              May 27th 2015
          Numerical Optimization:
          Basic Concepts and Algorithms
          R. Duvigneau
               R. Duvigneau - Numerical Optimization: Basic Concepts and Algorithms  1
   Outline
          ◮ Some basic concepts in optimization
          ◮ Some classical descent algorithms
          ◮ Some (less classical) semi-deterministic approaches
          ◮ Illustrations on various analytical problems
          ◮ Constrained optimality
          ◮ Some algorithm to account for constraints
                R. Duvigneau - Numerical Optimization: Basic Concepts and Algorithms        2
                 Some basic concepts
                         R. Duvigneau - Numerical Optimization: Basic Concepts and Algorithms                                                      3
    Problem description
             Definition of a single-criterion parametric problem with real unknown
               Minimize                 f (x)              x ∈ Rn                   cost fonction
               Submitted to             g (x) = 0          i = 1,··· ,l             equality constraints
                                          i
                                        h (x) > 0          j = 1,··· ,m             inequality constraints
                                          j
             What does your cost function look like ?
                         Convex problem                             Multi-modal problem                             Noisy problem
                         R. Duvigneau - Numerical Optimization: Basic Concepts and Algorithms                                                      4
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...May th numerical optimization basic concepts and algorithms r duvigneau outline some in classical descent less semi deterministic approaches illustrations on various analytical problems constrained optimality algorithm to account for constraints problem description denition of a single criterion parametric with real unknown minimize f x rn cost fonction submitted g i l equality h j m inequality what does your function look like convex multi modal noisy...

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