In addition, we obtain a common coincidence point theorem for nonfuzzy mapping and a sequence of fuzzy mappings in a linear metric space under the . R-weakly commuting condition.
另外,给出了在R-弱交换条件下,由模糊映射与经典映射组成的映射族的一个公共重合点定理。
参考来源 - （直觉）模糊集的相关理论及其在动力系统中的应用·2,447,543篇论文数据，部分数据来源于NoteExpress
However, many fuzzy mappings are not convex. People start to generalize the convexity of fuzzy mapping in different ways.
但许多模糊映射并不具有凸性，所以人们又对模糊映射的凸性进行了各种推广。
The notions of subgradient, subdifferential, differential with respect to convex fuzzy mappings are investigated, which provides the basis of the theory of fuzzy extremum problems.
最后对凸模糊映射的次梯度、次微分和微分等概念进行了研究，为模糊极值理论打下了基础。
Making use of theories of nested sets, we extend these mappings on fuzzy power sets and obtain maximal and minimal extension principles.
本文利用集合套理论，将这四种映射扩展到模糊幂集之间的映射。
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