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刘葵 收藏

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( 任职于 理学院)

被引量:148H指数:6SCI-EXPANDED: 8 EI: 1

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10 条 记 录,以下是 1-10

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On the Hermite-Hadamard type inequality for psi-Riemann-Liouville fractional integrals via convex functions被引量:43收藏 分享
作者:Liu, Kui Wang, JinRong O'Regan, Donal
机构:Guizhou Inst Technol;Guizhou Univ;Qufu Normal Univ;Natl Univ Ireland
来源:JOURNAL OF INEQUALITIES AND APPLICATIONS  2019
关键词:Hermite-Hadamard inequality   psi-Riemann-Liouville fractional integrals  
质疑
Ulam-Hyers-Mittag-Leffler stability for Psi-Hilfer fractional-order delay differential equations被引量:38收藏 分享
作者:Liu, Kui Wang, JinRong O'Regan, Donal
机构:Guizhou Inst Technol;Guizhou Univ;Qufu Normal Univ;Natl Univ Ireland
来源:ADVANCES IN DIFFERENCE EQUATIONS  2019
关键词:Psi-Hilfer fractional-order delay differential equations   Solutions   Existence   Stability  
质疑
Hyers-Ulam stability and existence of solutions for fractional differential equations with Mittag-Leffler kernel被引量:35收藏 分享
作者:Liu, Kui Wang, JinRong Zhou, Yong O'Regan, Donal
机构:Guizhou Univ;Guizhou Inst Technol;Xiangtan Univ;Macau Univ Sci & Technol;Natl Univ Ireland
来源:CHAOS SOLITONS & FRACTALS  2020
关键词:Caputo-Fabrizio fractional differential equations   Mittag-Leffler kernel   Existence and uniqueness   Hyers-Ulam stability  
质疑
A Fixed-Point Approach to the Hyers-Ulam Stability of Caputo-Fabrizio Fractional Differential Equations被引量:10收藏 分享
作者:Liu, Kui Feckan, Michal Wang, JinRong
机构:Guizhou Univ;Guizhou Inst Technol;Comenius Univ;Slovak Acad Sci;Qufu Normal Univ
来源:MATHEMATICS  2020
关键词:Caputo-Fabrizio fractional differential equations   fixed-point theory   Hyers-Ulam stability  
质疑
(omega, T)-PERIODIC SOLUTIONS OF IMPULSIVE EVOLUTION EQUATIONS被引量:9收藏 分享
作者:Feckan, M. I. C. H. A. L. Liu, K. U., I Wang, J. I. N. R. O. N. G.
机构:Comenius Univ;Slovak Acad Sci;Guizhou Univ;Guizhou Inst Technol;Qufu Normal Univ
来源:EVOLUTION EQUATIONS AND CONTROL THEORY  2022
关键词:Impulsive evolution equations   (omega, T)-periodic solutions   existence and uniqueness  
质疑
Hyers-Ulam Stability and Existence of Solutions to the Generalized Liouville-Caputo Fractional Differential Equations被引量:9收藏 分享
作者:Liu, Kui Feckan, Michal Wang, Jinrong
机构:Guizhou Inst Technol;Guizhou Univ;Comenius Univ;Slovak Acad Sci;Qufu Normal Univ
来源:SYMMETRY-BASEL  2020
关键词:generalized Liouville-Caputo fractional differential equations   Laplace transform   Hyers-Ulam stability  
质疑
基于“雨课堂”的高等数学教学策略被引量:2收藏 分享
作者:刘葵 黎华琴
机构:贵州理工学院理学院
来源:《西部素质教育》  2019
关键词:高等数学  雨课堂  大班教学  
摘要:为了提高学生课前预习率,调动学生学习兴趣,改善课堂学习气氛,文章首先分析了高等数学教学中存在的问题,然后从课前环节、授课环节、课后环节三方面提出了基于“雨课堂”的高等数学教学策略。
其他来源数据库:万方期刊数据库同方期刊数据库
质疑
Stability analysis for (omega, c)-periodic non-instantaneous impulsive differential equations被引量:1收藏 分享
作者:Liu, Kui
机构:Guizhou Inst Technol
来源:AIMS MATHEMATICS  2022
关键词:non-instantaneous impulsive differential equations   (omega, c)-periodic solutions   stability  
质疑
A Class of (omega, T)-Periodic Solutions for Impulsive Evolution Equations of Sobolev Type被引量:1收藏 分享
作者:Liu, Kui Feckan, Michal Wang, JinRong
机构:Guizhou Univ;Comenius Univ;Slovak Acad Sci;Guizhou Inst Technol
来源:BULLETIN OF THE IRANIAN MATHEMATICAL SOCIETY  0
关键词:Impulsive evolution systems of Sobolev type   (omega, T)-periodic solutions   Existence and uniqueness  
质疑
变换半群T_(SE)^(x0)(X)上的自然偏序被引量:0收藏 分享
作者:刘葵
机构:贵州理工学院理学院
来源:《贵州师范大学学报:自然科学版》  2014
关键词:自然偏序  全变换半群  相容  正则元  
摘要:设X为一非空集合,T(X)为X上的变换半群,E为X上的一个等价关系,给出如下两个集合:Tx0(X)={α∈T(X):x0α=x0},Tx0SE(X)={α∈Tx0(X):x∈X,(x,xα)∈E}。证明了Tx0SE(X...
其他来源数据库:万方期刊数据库同方期刊数据库
质疑
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