Some properties of generalized intuitionistic fuzzy nilpotent matrices over distributive lattice
Some properties of generalized intuitionistic fuzzy nilpotent matrices over distributive lattice
复制标题
分布格上广义直觉模糊幂零矩阵的一些性质
DOI：
10.1007/s12543-012-0121-1
复制
发表时间：
2012
影响因子：
1.2
通讯作者：
M. Pal
中科院分区：
文献类型：
--
作者：
A. K. Adak;Monoranjan Bhowmik;M. Pal
本文引入了广义直觉模糊矩阵（GIFMs）上的格的概念，并证明了GIFMs的集合构成一个分配格。给出了分配格上广义直觉模糊矩阵的一些代数性质。讨论了分配格上广义直觉模糊幂零矩阵的一些性质。最后，给出了分配格上GIFNM的约简及其一些性质。
In this paper, the concept of lattice over generalized intuitionistic fuzzy matrices (GIFMs) are introduced and have shown that the set of GIFMs forms a distributive lattice. Some algebraic properties of generalized intuitionistic fuzzy matrices (GIFMs) are presented over distributive lattice. Also, some characteristics of generalized intuitionistic fuzzy nilpotent matrices (GIFNMs) are discussed over distributive lattice. Finally, the reduction of GIFNMs over distributive lattice are given with some properties.