Multiplier methods for engineering optimization

HIGHLIGHTS

  • who: J. S. Arora and colleagues from the Optimal Design LaboratoryThe University have published the research work: Multiplier methods for engineering optimization, in the Journal: (JOURNAL)
  • what: The primary reason for this inefficiency was attributed to the unconstrained minimization and update procedures for u and r. The authors compare the necessary and sufficient conditions for the Problem P and those for the unconstrained problem of minimizing the functional given in_(12) for sufficiently large k, ie. after sufficient number of iterations. The authors aim to force convergence to a Kuhn- Tucker point (x*, u*) by . . .

     

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