位置：成果数据库 > 期刊 > 期刊详情页
BCC-algebras and Residuated Partially-Ordered Groupoid
  • ISSN号：0139-9918
  • 期刊名称：Mathematica Slovaca
  • 时间：2013
  • 页码：397-410
  • 相关项目：扩展的模糊逻辑与基于蕴涵算子的Rough逻辑
作者： Xiaohong Zhang|
同期刊论文项目
扩展的模糊逻辑与基于蕴涵算子的Rough逻辑
期刊论文 43 会议论文 4 著作 2
同项目期刊论文
Strong NMV-algebras, commutative basic algebras and naBL-algebras
A general frame for intuitionistic fuzzy rough sets
预线性与对合非结合剩余格
可换双剩余格上的广义模糊粗糙集及其公理化
CD格上的近似算子
Linguistic quantifiers modeled by interval- valued intuitionistic Sugeno integrals
Dissimilarity functions and divergence measures between fuzzy sets
On the union and intersection operations of rough sets based on various approximation spaces
不协调决策表中基于对象的近似约简
决策表中基于对象的μ-约简方法研究
IMTL(MV)-filters and fuzzy IMTL(MV)-filters of residuated lattices
First-order logic system IMTL*(Q) and triple I method in fuzzy reasoning with linguistic quantifiers
On Some Fuzzy Filters in Pseudo-BCI Algebras
群逆伪BCI-代数与群逆滤子(英文)
Mixed feature selection in incomplete decision table
Some new approaches to constructing similarity measures
Combination of interval set and soft set
Fuzzy commutative filters and fuzzy closed filters in pseudo-BCI algebras
Rough implication operation and residuated based fuzzy logic system
On an open problem of hyper BCC-algebras
IMTL ( MV )- filters and fuzzy IMTL ( MV )- filters of residuated lattices
基于广义不可区分关系的决策表约简
Lattice - valued interval soft sets - A general frame of many soft set models
Relations among similarity measure , subsethood measure and fuzzy entropy
Soft rough fuzzy sets and soft fuzzy rough sets
Fuzzy 1-type and 2-type positive implicativefilters of pseudo-BCK algebras
On T-rough approximation pairs and covering based rough sets
Constructive methods of rough approximation operators and multigranulation rough sets
Fuzzy Soft Sets and Fuzzy Soft Lattices
Similarity measures of interval-valued fuzzy sets
On Interval Soft Sets with Applications
On Weak-BCC-Algebras
Fuzzy T-similar Relations and the Axiomatic Systems of Fuzzy Rough Sets
基于统一贴近度的模糊推理新方法
软集与软格
基于CFS-GA特征选择算法的中文网页自动分类
基于矩形安全邻域的智能车移动仿真研究