S Sinet,N A M Delmeire,P D L Ritchie et al.
S Sinet et al.
Abrupt transitions are a central concern in climate and ecological research and may arise when critical thresholds known as tipping points are crossed. However, previous work has shown that finite-time overshoots of tipping points can be sa...
Topological-numerical analysis of global dynamics in the discrete-time two-gene Andrecut-Kauffman model [0.03%]
离散时间两个基因的Andrecut-Kauffman模型的拓扑数值分析
Dorian Falęcki,Mikołaj Rosman,Michał Palczewski et al.
Dorian Falęcki et al.
We conduct a topological-numerical analysis of global dynamics in a discrete-time two-gene Andrecut-Kauffman model. This model describes gene expression regulation through nonlinear interactions. We use a numerical method to construct Morse...
Higher-codimension points as organizing centers in nonreciprocal pattern-forming systems with O(2) symmetry [0.03%]
非互易O(2)对称性模式形成系统中的高余维点与组织中心关系研究
Yuta Tateyama,Daniel Greve,Hiroaki Ito et al.
Yuta Tateyama et al.
Focusing on a two-field Swift-Hohenberg model with linear nonreciprocal interactions, this study investigates how emerging higher-codimension points act as organizing centers for the nonequilibrium phase diagram that features various steady...
Ariel A Galindo Duque,Miguel A Prado Reynoso,Miguel Gonzalez et al.
Ariel A Galindo Duque et al.
We investigate how quantum localization encodes the hierarchical stickiness that governs transport in mixed classical phase spaces. Using the periodically driven kicked top, we show that the participation ratio of coherent states in the Flo...
Multivariate measures of critical transitions in a bistable gene regulatory network [0.03%]
一个双稳定基因调控网络中临界转移的多元度量方法
Shankha Narayan Chattopadhyay,Arvind Kumar Gupta
Shankha Narayan Chattopadhyay
Developing concise gene regulatory networks that accurately encode cellular decision-making processes remains a key area of research across biological dynamics. Here, this challenge is addressed by investigating the behavior of a minimal ge...
Slow spectral dynamics of shot noise in the Kuramoto model: The role of microscopic regularity [0.03%]
Kuramoto模型中枪击噪声的慢频谱动力学：微观规律的作用
Sergei Yu Kirillov,Vladimir V Klinshov
Sergei Yu Kirillov
Finite-size effects in the Kuramoto model are known to induce collective fluctuations even below the critical coupling, where the thermodynamic limit predicts complete asynchrony. While the shot-noise approach developed in our recent work h...
Dongsheng Hu,Aoke Liu,Chenyao Zhao et al.
Dongsheng Hu et al.
Network comparison plays a central role in characterizing structural differences and cross-network correlations in complex systems. In many real-world settings, however, interactions are inherently signed, with positive and negative links a...
A new memristive chaotic system featuring flexible parameter-controlled multiscroll attractors and homogeneous multistability [0.03%]
一种具有灵活参数控制多卷吸引子和均匀多重稳定性的忆阻混沌系统
Yaozhong Dai,Qiang Lai,Jianning Huang
Yaozhong Dai
Multiscroll chaos with facile regulation of the number of scrolls has great application potential in engineering practice. This article introduces the floor function to construct a simple flux-controlled memristor and further establishes a ...
Epidemic spreading driven by L-step random walks with stochastic resetting [0.03%]
具有随机重置的L步随机游走驱动的流行病传播
Mingyu Li,Feng Zhu,Xin Xiong
Mingyu Li
To characterize the spatiotemporal impact of recurrent mobility, we propose a susceptible-infected-recovered model on complex networks driven by L-step random walks with stochastic resetting. By mapping microscopic mobility statistics onto ...
A E Hramov,A V Andreev,N D Kulagin et al.
A E Hramov et al.
Reservoir computing represents a robust machine-learning approach displaying high performance in predicting the behavior of natural and artificial complex systems. However, its full potential has been so far hindered by the limitations of t...