Yu Feng Qin

The paper develops a thermodynamic model of mesoscale neural field dynamics, showing it supports oscillatory behavior and provides insights into mesoscopic collective activity through linear analysis.

The paper investigates the relationship between slow gamma and theta harmonics in hippocampal LFPs, finding that slow gamma is not a distinct oscillation but an artifact of decomposition methods.

The paper applies wave turbulence theory to analyze hippocampal LFP data, showing turbulent properties like energy cascade and power-law spectra in rat neural activity.

The paper examines how theta and gamma oscillations in hippocampal LFPs correlate with running speed, finding increased amplitude-amplitude and phase-amplitude coupling at higher velocities.

The paper proposes weak turbulence as a theoretical framework to describe mesoscopic neural activity in the hippocampus, showing that collective dynamics exhibit stochastic, weakly nonlinear, and weakly dissipative properties.

The paper proposes a nonlinear dynamical model based on the three-wave equation to analyze cross-frequency coupling in hippocampal LFPs, showing unambiguous theta-gamma coupling.