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1)  Quasi-semidifferentiable
拟半可微
2)  differentiable semigroup
可微半群
3)  weak semidifferentiability
弱半可微
1.
Use them with the weak semidifferentiability, the problems concerningthe positive solution,the multiple positive solutions and the set of eigenvectors for a class ofnonlinear equations are studied.
本文引入边界条件(Sw,A,a)与(LM,w),建立有关k-集压缩局部固有场的延拓与不动点指数计算的一些结果;结合弱半可微性,研究一类非线性方程的正解、多正解和固有元集等问题,作为一个应用,还研究了两点边值问题。
4)  semi-derivatives
半可微
1.
This paper gives the definitions of semi-derivatives, semilocally cone-convex,semilocally cone-pseudconvex, semilocal cone-quasiconvex for vector functions and discussesthe geometric form optimality conditions, the Frity John optimality conditions the Kuhn-Tucker optimality conditions, in semilocally cone-convex multiobjictive programming
本文给出了向量函数的半可微,半局部锥凸等定义,并讨论了这类半局部锥凸多目标规划的几何型、F。
5)  quasi-differentiable
拟可微
1.
In this paper,the duality for the quasi-differentiable and B preinvex Progrmmings Which were discussed in was studied.
本文讨论了[1]中所讨论的拟可微B-preinvex规划的各种对偶性。
2.
In this paper,the concept of B-preinvex in and th definition which was quasi-differentiable in were used to discuss the optimality conditions for the mathematical programming problems which objective and constraint functions were all quasi-differentiable and B-preinvex.
本文借助文献[1]中B-preinvex函数的概念及文献[2]中可拟可微的定义,讨论了当目标函数与约束函数均为拟可微B-preinvex函数时的数学规划问题的最优性条
6)  differentiable C-semigroups
可微C半群
补充资料:拟嵇康绝交寄湘中贯微
【诗文】:
何处同嵇懒,吾徒道异诸。本无文字学,何有往来书。
岳寺逍遥梦,侯门勉强居。相知在玄契,莫讶八行疏。



【注释】:



【出处】:
全唐诗:卷841-20
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