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| OPTIMIZATION AND DUALITY OF CONE-D.C. PROGRAMMING |
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Citation： |
Yin Zhiwen,Li Yuanxi.OPTIMIZATION AND DUALITY OF CONE-D.C. PROGRAMMING[J].Chinese Annals of Mathematics B,1995,16(4):501~510 |
| Page view： 1139
Net amount： 889 |
Authors： |
Yin Zhiwen; Li Yuanxi |
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| Abstract： |
This paper gives the definitions and some
properties of
$\varepsilon$-directional derivate and $\varepsilon$-subgrad-\newline
ients of cone-convex
function. From them, the optimality conditions of local and global
optimal
point of unconstrained cone-d.c. programming are gained. At last,
the duality
theorems of this programming are presented. |
Keywords： |
$\varepsilon$-directional derivate,$\varepsilon$-subgradient, Cone-d.c. function,Optimality condition, Duality theorem. |
Classification： |
49K30 |
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