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  • 收录类型=EI x
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169 条 记 录,以下是 1-30

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题名 作者 出处 被引量 操作
Exact solutions for the static bending of Euler-Bernoulli beams using Eringen's two-phase local/nonlocal modelWang, Y. B.[1];Zhu, X. W.[2];DAIP ADVANCES110
The approximation operators with sigmoidal functionsChen, Zhixiang[2];Cao, FeilongCOMPUTERS & MATHEMATICS WITH APPLICATIONS105
Buckling analysis of Euler-Bernoulli beams using Eringen's two-phase nonlocal modelZhu, Xiaowu[1];Wang, Yuanbin[2INTERNATIONAL JOURNAL OF ENGINEERING SCIENCE98
Stability analysis of inertial Cohen-Grossberg-type neural networks with time delaysKe, Yunquan[1];Miao, Chunfang[NEUROCOMPUTING78
Stability and existence of periodic solutions in inertial BAM neural networks with time delayKe Yunquan[1];Miao Chunfang[1]NEURAL COMPUTING & APPLICATIONS62
Inhibitory-autapse-enhanced signal transmission in neural networksYao, Chenggui[1];He, Zhiwei[1]NONLINEAR DYNAMICS46
The infinite-scroll attractor and energy transition in chaotic circuitLi, Fan[1,3];Yao, Chenggui[2]NONLINEAR DYNAMICS46
Stability analysis of fractional-order Cohen-Grossberg neural networks with time delayKe, Yunquan[1];Miao, Chunfang[INTERNATIONAL JOURNAL OF COMPUTER MATHEMATICS45
Exact solutions for the bending of Timoshenko beams using Eringen's two-phase nonlocal modelWang, Yuanbin[1];Huang, Kai[2]MATHEMATICS AND MECHANICS OF SOLIDS43
Anti-periodic Solutions of Inertial Neural Networks with Time DelaysKe, Yunquan[1];Miao, Chunfang[NEURAL PROCESSING LETTERS39
Complete synchronization induced by disorder in coupled chaotic latticesYao, Chenggui[1,2];Zhao, Qi[3]PHYSICS LETTERS A36
A modified extreme learning machine with sigmoidal activation functionsChen, Zhixiang X.[1];Zhu, HouyNEURAL COMPUTING & APPLICATIONS31
Anti-periodic solutions for BAM neural networks with time delaysWei, Xuerui[1,2];Qiu, Zhipeng[APPLIED MATHEMATICS AND COMPUTATION29
Vibration of axially moving hyperelastic beam with finite deformationWang, Yuanbin[1,2];Ding, Hu[2]APPLIED MATHEMATICAL MODELLING27
Nonlinear wave solutions and thEIr relations for the modified Benjamin-Bona-Mahony equationSong, Ming[1,2]NONLINEAR DYNAMICS26
Stability analysis for neutral-type inertial BAM neural networks with time-varying delaysZhou, Fengyan[1,2];Yao, HongxiNONLINEAR DYNAMICS19
Scattered data approximation by neural networks operatorsChen, Zhixiang[1];Cao, FeilongNEUROCOMPUTING19
Nonlinear transverse vibration of a hyperelastic beam under harmonic axial loading in the subcritical buckling regimeWang, Yuanbin[1,2];Zhu, WeidonAPPLIED MATHEMATICAL MODELLING18
On rainbow total-coloring of a graphSun, Yuefang[1]DISCRETE APPLIED MATHEMATICS18
Transmission and detection of biharmonic envelope signal in a feed-forward multilayer neural networkYao, Chenggui[1];Ma, Jun[2];HePHYSICA A-STATISTICAL MECHANICS AND ITS APPLICATIONS18
多项式函数的神经网络逼近:网络的构造与逼近算法曹飞龙[1];徐宗本[2];梁吉业[3]《计算机学报》17
The effect of process delay on dynamical behaviors in a self-feedback nonlinear oscillatorYao, Chenggui[1];Ma, Jun[2];LiCOMMUNICATIONS IN NONLINEAR SCIENCE AND NUMERICAL SIMULATION16
Soliton and Riemann theta function quasi-periodic wave solutions for a (2+1)-dimensional generalized shallow water wave equationChen, Yiren[1];Song, Ming[2,3]NONLINEAR DYNAMICS16
Nonlinear vibration of axially accelerating hyperelastic beamsWang, Yuanbin[1,2];Ding, Hu[2]INTERNATIONAL JOURNAL OF NON-LINEAR MECHANICS16
Mittag-Leffler stability of fractional-order Lorenz and Lorenz-family systemsKe Yunquan[1];Miao Chunfang[1]NONLINEAR DYNAMICS16
The general connectivity indices of fluoranthene-type benzenoid systemsLi, Fengwei[1];Ye, Qingfang[1]APPLIED MATHEMATICS AND COMPUTATION15
On the difference of two generalized connectivities of a graphSun, Yuefang[1];Li, Xueliang[2JOURNAL OF COMBINATORIAL OPTIMIZATION15
The effect of oxygen concentration on the coupled neurons: Rich spiking patterns and synchronizationHe, ZhiWei[1];Yao, ChengGui[2]SCIENCE CHINA-TECHNOLOGICAL SCIENCES14
Mathematical modeling for intracellular transport and binding of HIV-1 Gag protEInsWang, Yuanbin[1,2];Tan, JinyinMATHEMATICAL BIOSCIENCES13
Approximation by network operators with logistic activation functionsChen, Zhixiang[1];Cao, FeilongAPPLIED MATHEMATICS AND COMPUTATION13
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