科言猫
学术研究的AI总结
首页
文献互助
订阅
我的收藏
科研工具
选题分析
论文总结
专利管理
未登录
返回
R
Rene O. Medrano-T
universidade federal de sao paulo
15
H指数
53
论文数
582
被引数
0
相关解读
订阅
收录论文
7
发表时间
发表时间
IF
被引数
Critical fractal boundary between chaos and periodicity: Exploring the Devil’s staircase
混沌与周期性之间的临界分形边界:探索魔鬼阶梯
chaos, solitons & fractals
IF
0
2026-05-23
0
PRE
AI
Swetha P.; Carlos E.P. Abreu; Joelson D.V. Hermes; Sishu Shankar Muni; Rene O. Medrano-T
分享
收藏
Geometric perspective of linear stability of q-states in finite Kuramoto networks on circulant graphs
PHYSICAL REVIEW E
IF
2.4
2025-11-04
0
PRE
AI
Sinha, Yashee; Jain, Priya B.; Mihara, Antonio; Medrano-T, Rene O.; Minac, Jan; Muller, Lyle E.; Budzinski, Roberto C.
分享
收藏
Global dynamics and asymmetric fractal dimension in a nontwist circle map
全局动力学与非扭转圆映射中的不对称分形维数
CHAOS
IF
3.2
2025-02-05
0
PRE
AI
Baroni, R. Simile; de Carvalho, R. Egydio; Abreu, Carlos E. P.; Medrano-T, R. O.
分享
收藏
Stability analysis for the Chua circuit with cubic polynomial nonlinearity based on root locus technique and describing function method
NONLINEAR DYNAMICS
IF
6
2020-10-26
7
PRE
AI
Rocha, Ronilson; Medrano-T., Rene Orlando
分享
收藏
Stability in the Kuramoto-Sakaguchi model for finite networks of identical oscillators
NONLINEAR DYNAMICS
IF
6
2019-08-29
9
PRE
AI
Mihara, Antonio; Medrano-T, Rene O.
分享
收藏
Experimental characterization of nonlinear systems: a real-time evaluation of the analogous Chua's circuit behavior
NONLINEAR DYNAMICS
IF
6
2010-04-27
16
PRE
AI
Rocha, Ronilson; Andrucioli, Guilherme L. D.; Medrano-T, Rene O.
分享
收藏
An inductor-free realization of the Chua's circuit based on electronic analogy
NONLINEAR DYNAMICS
IF
6
2008-08-20
27
PRE
AI
Rocha, Ronilson; Medrano-T, Rene O.
分享
收藏
研究方向
暂时未获取到该数据
合作学者
合作期刊
L
Lyle Muller
H 指数: 22 · 论文数: 131
J
Ján Mináč
H 指数: 19 · 论文数: 182
R
Roberto C. Budzinski
H 指数: 15 · 论文数: 50
R
Ronilson Rocha
H 指数: 15 · 论文数: 48
S
Sishu Shankar Muni
H 指数: 15 · 论文数: 101
查看更多