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  • The aim of the paper is to present a special class of functions which satisfy l-stable property which is similar to property. We also show some applications in scalar and vector nonsmooth optimization. The class of -stable functions turned out to be a suitable relaxation of property in connection with second-order optimality conditions.
  • The aim of the paper is to present a special class of functions which satisfy l-stable property which is similar to property. We also show some applications in scalar and vector nonsmooth optimization. The class of -stable functions turned out to be a suitable relaxation of property in connection with second-order optimality conditions. (en)
Title
  • l-stable functions and its applications
  • l-stable functions and its applications (en)
skos:prefLabel
  • l-stable functions and its applications
  • l-stable functions and its applications (en)
skos:notation
  • RIV/62690094:18470/11:10072406!RIV12-MSM-18470___
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  • 210054
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  • RIV/62690094:18470/11:10072406
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  • Dini derivative; Hadamard derivative; optimality condition of second-order; generalized directional derivative; l-stable function; Lipschitz function (en)
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  • [5481FD483696]
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  • Puerto De La Cruz, Tenerife, Spain
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  • Athens
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  • Mathematical models for engineering science (MMES 11) : proceedings of the 2nd international conference
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  • Bednařík, Dušan
  • Berková, Andrea
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number of pages
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  • World scientific and engineering academy and society
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  • 978-1-61804-055-8
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  • 18470
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