论文标题
对模糊积分的二维耐力类型不平等的概括
Generalization of two-dimensional Hardy type inequality for fuzzy integrals
论文作者
论文摘要
在本文中，根据涉及设定值功能的伪分析，给出了一种新的二维耐力类型不平等。第一个是针对设置值函数的伪积分构成的，其中伪添加和伪型构成由单调连续函数$ g构造：[0，\ infty] \ to [0，\ infty] $。另一个由semiring $（[0，1]，\ max，\ odot）$给出，其中伪型通过增加的连续函数生成。
In this paper, a new two-dimensional Hardy type inequality is given in terms of pseudo-analysis dealing with set-valued functions. The first one is given for a pseudo-integral of set-valued function where pseudo-addition and pseudo-multiplication are constructed by a monotone continuous function $g:[0, \infty ]\to[0, \infty]$. Another is given by the semiring $([0, 1], \max, \odot)$ where pseudo-multiplication is generated by an increasing continuous function.
