1) strongly quasi_convex mappings
强拟凸映照
1.
Let B n be the unit ball in C n, we study strongly quasi_convex mappings and starlike mappings on B n.
若记Bn 为Cn 中的单位球 ,本文研究Bn 上的强拟凸映照 。
2) A strictly quasiconvex map
强拟凸映射
3) Cone Strongly Quasiconvex Mapping
锥强拟凸映射
4) strong quasi-convex fuzzy mapping
强拟凸模糊映射
1.
The paper studies the feature of the generalized convex fuzzy mappings such as pseudo-convex fuzzy mapping,strict quasi-convex fuzzy mapping,strong quasi-convex fuzzy mapping and strict pseudo-convex fuzzy mapping under differentiability by its left and right-hand functions of its α-level sets.
由Buckley-Feuring定义的模糊可微性的概念,利用模糊映射的左右手函数讨论在可微条件下,伪凸模糊映射、严格拟凸模糊映射、强拟凸模糊映射和严格伪凸模糊映射的特点,深入讨论了四者之间的相互关系,分析了四种映射互相转化的条件及如何削减某些凸性规划条件和简化模糊规划问题。
2.
Based on the concepts put forward by Motilal Panigrahi,discussion is made on the relationship between the quasi-convex fuzzy mappings,strict quasi-convex fuzzy mapping and strong quasi-convex fuzzy mapping.
基于由Motilal Panigrahi提出的拟凸模糊映射、严格拟凸模糊映射和强拟凸模糊映射的概念,深入讨论了三者之间的相互关系,分析了三种映射互相转化的条件及如何削减某些凸性规划条件和简化模糊规划问题。
5) quasi-convex mapping
准凸映照
1.
In this paper,we give the refining estimation of homogeneous expansion for f,where f is a quasi-convex mapping (include quasi-convex mapping of type A and quasi-convex mapping of type B) defined on the open unit polydisk in C~n or the open unit ball in a complex Banach space, and x=0 is the zero of order k+1 of f(x)-x.
本文给出C~n中单位多圆柱上和复Banach空间中单位球上的准凸映照(含A型准凸映照和B型准凸映照)f齐次展开式的精细估计,其中x=0是f(x)-x的k+1阶零点。
6) α-convex mapping
α-凸映照
1.
In this paper the author obtains the relation between α-convex mapping of order γ and starlike mapping of order ρ on B_P for α≥0.
该文对当α≥0时给出Bp上α-凸映照与星形映照之间的关系,给出一些Bp上α-凸映照的例子。
补充资料：凸凸
1.高出貌。
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参考词条