发文地区与机构
近年国家 / 地区发文量统计
| 国家 / 地区 | 发文量 |
|---|---|
| CHINA MAINLAND | 596 |
| India | 194 |
| Turkey | 132 |
| Saudi Arabia | 125 |
| Iran | 119 |
| USA | 117 |
| Italy | 106 |
| Pakistan | 95 |
| Russia | 73 |
| Spain | 66 |
近年机构发文量统计
| 机构 | 发文量 |
|---|---|
| KING ABDULAZIZ UNIVERSITY | 46 |
| NORTHWESTERN POLYTECHNICAL UNIVERSITY | 41 |
| UNIVERSITY OF THE FREE STATE | 38 |
| CANKAYA UNIVERSITY | 34 |
| NATIONAL INSTITUTE OF TECHNOLOGY (NIT S... | 32 |
| TON DUC THANG UNIVERSITY | 31 |
| UNIVERSITY OF YAOUNDE I | 27 |
| INDIAN INSTITUTE OF TECHNOLOGY SYSTEM (... | 26 |
| UNIV DSCHANG | 26 |
| NATIONAL INSTITUTE FOR LASER, PLASMA & ... | 25 |
文章引用情况
1
Mathematical modeling for the impacts of deforestation on wildlife species using Caputo differential operator2
Crank-Nicholson difference method and reproducing kernel function for third order fractional differential equations in the sense of Atangana-Baleanu Caputo derivative3
On fractional-order discrete-time systems: Chaos, stabilization and synchronization4
Fractional Langevin equation with anti-periodic boundary conditions5
A novel memristive 6D hyperchaotic autonomous system with hidden extreme multistability6
Validity of fractal derivative to capturing chaotic attractors7
Dynamical analysis of a novel autonomous 4-D hyperjerk circuit with hyperbolic sine nonlinearity: Chaos, antimonotonicity and a plethora of coexisting attractors8
A financial hyperchaotic system with coexisting attractors: Dynamic investigation, entropy analysis, control and synchronization9
Coexisting attractors and circuit implementation of a new 4D chaotic system with two equilibria10
A cardinal approach for nonlinear variable-order time fractional Schrodinger equation defined by Atangana-Baleanu-Caputo derivative