随后提出并详细证明直觉模糊微积分中的中值不等式定理
文中最后简化了直觉模糊微积分中的积分函数
male,Lecturer,main research:optimization and decision-making 通信联系人： 【收录情况】 中国科技论文在线： 艾正海
直觉模糊微积分中的中值不等式[EB/OL]
北京：中国科技论文在线
近来直觉模糊微积分被提出
这些结论非常类似经典微积分中的理论
直觉模糊微积分
中值不等式
Ai Zhenghai * （ Department of mathematics and information science, Leshan Normal University,
） Abstract： Atanassov introduced intuitionistic fuzzy set (A-IFS), whose basic elements are intuitionistic fuzzy numbers (IFNs)
The IFN is an ordered pair, which is described by a membership degree, a non-membership degree, based on which the intuitionistic fuzzy calculus (IFC) has been put forward recently
To further develop the theory of IFCs, in this paper, we first review the basic concepts and properties, then we present the mean value inequalities which are similar to the ones in the classical calculus and offer the proofs in detail, finally, we simplify integrand function under intuitionistic fuzzy environment
Keywords： Intuitionistic fuzzy numbers
intuitionistic fuzzy calculus
它的基本要素是直觉模糊数, 直觉模糊数是一个序对
