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IPM
30
YEARS OLD

“School of Mathematics”

Paper   IPM / M / 15815
   School of Mathematics
  Title: Optimality conditions for nonconvex constrained optimization problems
  Author(s): Soghra Nobakhtian (Joint with F. Mashkoorzadeh and N. Movahedian)
  Status: Published
  Journal: Numerical Functional Analysis and Optimization
  Year: 2019
  Pages: DOI: 10.1080/01630563.2019.1640249
  Supported by: IPM
  Abstract:
We present optimality conditions for a class of nonsmooth and nonconvex constrained optimization problems�??. �??To achieve this aim�??, �??various well-known constraint qualifications are extended based on the concept of tangential subdifferential and the relations between them are investigated�??. �??Moreover�??, �??local and global necessary and sufficient optimality conditions are derived in the absence of convexity of the feasible set�??. �??In addition to the theoretical results�??, �??several examples are provided to illustrate the advantage of our outcomes�??.

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