#synchronization

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11 papers match

cond-mat.stat-mech2026

Synchronization, Kinematic Waves and Spike-Phase-Separation in Feedback Ising Neural Networks on Heterogeneous Graphs

Anna Poggialini, Irem Topal, Fabrizio Lombardi +1

The paper analyzes how structural heterogeneity in neural networks influences collective dynamics, showing that degree variability can trigger synchronized oscillations via a Hopf…

#heterogeneous networks#kinetic ising model#synchronization#phase transitions
physics.soc-ph2026

Breathing chimera states from purely triadic interactions

Sudo Yi, Gugyoung Kim, Mi Jin Lee +2

The paper shows that chimera states—coexisting synchronized and desynchronized groups—can emerge solely from triadic (three-way) interactions among identical oscillators, and deriv…

#chimera states#higher-order interactions#triadic coupling#synchronization
physics.soc-ph2026

Inferring Coupling Strengths in Synchronized Oscillators

Gug Young Kim, Hoseok Sul, Jee Woong Choi +1

The paper proposes an extended Kalman filter method to infer the unknown coupling strength in a globally coupled Kuramoto oscillator network using only the time series of the macro…

#synchronization#kuramoto model#parameter estimation#extended kalman filter
physics.app-ph2026

Phase noise analysis and control of VO-based relaxation type oscillators

Artem Litvinenko, Erbin Qiu, Sambit Ghosh +5

The paper investigates phase noise in VO₂‑based relaxation oscillators, identifying thermal fluctuations during the incubation phase as the main cause of linewidth broadening, and…

#vo2 oscillators#phase noise#relaxation oscillators#thermal fluctuations
nlin.CD2026

Emergence of minimal chimera in uncoupled oscillators under common frequency-modulated driving: Theory and experiment

Debabrata Biswas, Tanmoy Banerjee

The paper demonstrates experimentally that three uncoupled oscillators can exhibit minimal chimera states when driven by a common frequency‑modulated signal, and analyzes the resul…

#chimera states#uncoupled oscillators#frequency-modulated driving#synchronization
physics.bio-ph2026

Robust topological oscillators govern a tunable phase transition to synchronized circadian rhythms

Chongbin Zheng, Peter Thomas, Evelyn Tang

The paper proposes a mechanism by which stochastic circadian KaiC proteins, which follow topologically protected cycles, can synchronize through a phase transition that depends on…

#circadian rhythms#stochastic oscillators#phase transition#topological protection
physics.ins-det2026

A flexible DAQ system for the Timepix4 ASIC in the 4DPHOTON project

N. V. Biesuz, J. Alozy, R. Bolzonella +6

The paper describes a modular FPGA‑based data acquisition system designed for the Timepix4 ASIC, featuring high‑speed Ethernet readout, deterministic multi‑board synchronization, a…

#data acquisition#fpga architecture#timepix4 readout#high‑speed ethernet
cs.MA2026

Bimodal Synchronization Performance: Why Noise and Sparse Connectivity Can Improve Collective Timing

Till Aust, Tianfu Zhang, Andreagiovanni Reina +1

The paper studies a discrete-time firefly-inspired pulse‑coupled oscillator model and shows that collective synchrony appears only near a critical balance of quorum threshold and p…

#synchronization#pulse-coupled oscillators#decentralized coordination#network connectivity
physics.soc-ph2026

A convex-geometric framework for fully phase-locked states in the finite Kuramoto model

Antonio Garijo, Sergio Gómez, Alex Arenas

The paper analyzes the finite-size Kuramoto model and derives a convex‑geometric description of the minimal coupling needed for all oscillators to lock in phase, providing an expli…

#kuramoto model#phase locking#convex geometry#synchronization
cs.PL2026

On Thread Convergence

Vinod Grover, Manjunath Kudlur

The paper defines a notion of convergence for nodes and edges in a control‑flow graph to determine when a barrier will reliably synchronize all threads in a GPU thread block, and p…

#concurrency#compiler optimization#control‑flow analysis#gpu programming
math.DS2026

Graph-Induced Rotational Twisted States in Systems of Identical Oscillators

Nastassia Pouradier Duteil, David Poyato, David N. Reynolds

The paper investigates a new type of collective motion called rotational twisted states in identical Stuart‑Landau oscillators coupled on graphs, showing how graph asymmetry can in…

#coupled oscillators#graph dynamics#twisted states#synchronization

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