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GENERALIZED INVEXITY-TYPE CONDITIONS IN CONSTRAINED OPTIMIZATION
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作者 shashi k. mishra Norma G. RUEDA 《Journal of Systems Science & Complexity》 SCIE EI CSCD 2011年第2期394-400,共7页
This paper defines a new class of generalized type I functions, and obtains Kuhn-Tucker necessary and sumcient conditions and duality results for constrained optimization problems in the presence of the aforesaid weak... This paper defines a new class of generalized type I functions, and obtains Kuhn-Tucker necessary and sumcient conditions and duality results for constrained optimization problems in the presence of the aforesaid weaker assumptions on the objective and constraint functions involved in the problem. 展开更多
关键词 Constrained optimization duality results type I functions.
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