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NEW METHODS FOR CHARACTERIZING D-η-PROPERLY PREQUASI-INVEX FUNCTIONS 被引量:4
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作者 Luo Hezhi Wu Huixian Zhu Yihua 《Applied Mathematics(A Journal of Chinese Universities)》 SCIE CSCD 2006年第1期107-112,共6页
The D-η-proper prequasi invexity of vector-valued functions is characterized by means of (weak) nearly convexity and density of sets. Under weaker assumptions, some equivalent conditions for D-η-proper prequasi-in... The D-η-proper prequasi invexity of vector-valued functions is characterized by means of (weak) nearly convexity and density of sets. Under weaker assumptions, some equivalent conditions for D-η-proper prequasi-invexity are derived. 展开更多
关键词 D-η-properly prequasi-invex function (weak) nearly convex set invex set lower D-semicontinuity density.
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ON CHARACTERIZATIONS OF D-η-PROPERLY PREQUASI-INVEX FUNCTION
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作者 Huixian WU Hezhi LUO 《Journal of Systems Science & Complexity》 SCIE EI CSCD 2007年第4期614-622,共9页
Recently, various concepts of D-η-properly prequasi-invex functions were introduced and characterizations of D-η-properly prequasi-invex functions were presented under a certain set of conditions. In this paper, we ... Recently, various concepts of D-η-properly prequasi-invex functions were introduced and characterizations of D-η-properly prequasi-invex functions were presented under a certain set of conditions. In this paper, we show that the same results can be obtained under weaker assumptions. 展开更多
关键词 D-η-properly prequasi-invex functions tions D-η-properly strictly prequasi-invex functions D-η-properly semistrictly prequasi-invex func- upper D-semicontinuity
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