文章详细信息 关键词： 模糊值函数;;Seikkala导数;;1-水平截集方程;;扩展方程 [gap=319]Keywords: fuzzy-valued function;;seikkala derivative;;1-level cut equation;;extension function ..
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Firstly,on the basis of the generalized fuzzy integral,which is defined by nonnegative measurable functions. Through introducing T-norm operator,we extend the integrand functions to the fuzzy valued function and give the definition of so-called T-fuzzy valued integral.
首先,在针对非负可测函数所定义的广义模糊积分的基础上,通过引入T—模算子,将被积函数推广到取值于模糊数的模糊值函数,给出了所谓的T—模糊值积分定义,获得了这种积分的一些基本性质。
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在可测模糊随机函数及模糊值函数积分的基础上，研究了模糊值函数的有界控制收敛定理。
This paper gives the control convergent theorem of integral for fuzzy random functions on basis fuzzy functions and fuzzy integral.
定义了区间值函数的RS积分，并利用它来定义模糊值函数的RS积分，给出了这种积分的一些性质。
RS integral of interval valued functions and Fuzzy valued functions are defined. Some properties of this kind of integral are obtained.
不幸的是，一旦您开始编写通用的断言来描述自己希望在某个特定的函数体中处理的值时，就很容易创建一些模糊的条件。
Unfortunately, once you start writing general predicates describing the values you would like to handle within a particular function body, it becomes easy to create ambiguous conditions.
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