Constraint correlation functions of the one-dimensional Ising model in the scaling limit [0.03%]
一维Ising模型尺度极限下的限制相关函数
Ivan Balog,Adam Rançon
Ivan Balog
We study the correlation function of the one-dimensional Ising model at fixed magnetization. Focusing on the scaling limit close to the zero-temperature fixed point, we show that this correlation function, in momentum space, exhibits surpri...
Controlling quantum chaos via Parrondo strategies on noisy intermediate-scale quantum hardware [0.03%]
利用 Parrondo 战略在嘈杂的中等规模量子设备上控制量子混沌现象
Aditi Rath,Dinesh Kumar Panda,Colin Benjamin
Aditi Rath
Advancements in noisy intermediate-scale quantum (NISQ) computing are steadily pushing these systems toward outperforming classical supercomputers on specific well-defined computational tasks. In this work we explore and control quantum cha...
Catherine Felce,Steinunn Liorsdóttir,Lior Pachter
Catherine Felce
We observe that the time-averaged continuous Price equation is identical to the positive momentum virial theorem, and we discuss the applications and implications of this connection. We also introduce ecological models using a maternal effe...
When heterogeneity drives hysteresis: Anticonformity in the multistate q-voter model on networks [0.03%]
异质性驱动滞后性：网络中多元q投票模型的反从众行为
Arkadiusz Lipiecki,Katarzyna Sznajd-Weron
Arkadiusz Lipiecki
Discontinuous phase transitions are closely linked to tipping points, critical mass effects, and hysteresis, phenomena that have been confirmed empirically and recognized as highly important in social systems. The multistate q-voter model, ...
Predicting synchronization and oscillation death with parallel reservoir computing [0.03%]
利用并行水库计算预测同步和振子死亡现象
Swati Chauhan,Umesh Kumar Verma,Swarnendu Mandal et al.
Swati Chauhan et al.
Reservoir computing has emerged as a powerful framework for predicting critical transitions in dynamical systems. In this work, we employ parallel parameter-aware reservoir computing to predict the dynamics of multilayer networks with disti...
Statistical analysis of breakdown voltages in helium: Critical anomalies and gas-liquid transition [0.03%]
氦气放电击穿电压的统计分析：临界异常和气液相变
H Muneoka,T Koike,S Stauss et al.
H Muneoka et al.
We conducted a comprehensive statistical analysis of the breakdown-voltage variations in helium near its critical point (5.2 K) using Weibull distribution analysis and Shannon entropy evaluation. Through detailed measurements at temperature...
Xinwei Zheng,Yongge Li,Jürgen Kurths et al.
Xinwei Zheng et al.
The far-from-equilibrium nature of active particles forms clusters with excessive dynamics, which can be suppressed by external physical fields in various applications. These application scenarios often require clusters with specific scales...
Macroscopic theory of multipartite correlations in permutation-invariant open quantum systems [0.03%]
置换不变的开放量子系统中多方关联的宏观理论研究
Krzysztof Ptaszyński,Maciej Chudak,Massimiliano Esposito
Krzysztof Ptaszyński
Information-theoretic quantities have received significant attention as system-independent measures of correlations in many-body quantum systems, e.g., as universal order parameters of synchronization. In this work, we present a method to d...
Discontinuous percolation via suppression of neighboring clusters in a network [0.03%]
通过抑制网络中邻近集群的连续渗流
Young Sul Cho
Young Sul Cho
Our recent study on the Bethe lattice reported that a discontinuous-percolation transition emerges as the number of occupied links increases and each node rewires its links to locally suppress the growth of neighboring clusters. However, si...
Heterogeneity induces cyclops states in Kuramoto networks with higher-mode coupling [0.03%]
异质性诱导库纳莫托高阶耦合网络中的独眼龙态
Maxim I Bolotov,Lev A Smirnov,Vyacheslav O Munyayev et al.
Maxim I Bolotov et al.
Disorder is often seen as detrimental to collective dynamics, yet recent work has shown that heterogeneity can enhance network synchronization. However, its constructive role in stabilizing nontrivial cooperative patterns remains largely un...