Before and beyond the Wilson–Cowan equations
CC Chow, Y Karimipanah - Journal of neurophysiology, 2020 - journals.physiology.org
The Wilson–Cowan equations represent a landmark in the history of computational
neuroscience. Along with the insights Wilson and Cowan offered for neuroscience, they …
neuroscience. Along with the insights Wilson and Cowan offered for neuroscience, they …
Suprathreshold Stochastic Firing Dynamics with Memory in -Type Electroreceptors
MJ Chacron, A Longtin, M St-Hilaire, L Maler - Physical Review Letters, 2000 - APS
Weakly electric fish generate a periodic electric field as a carrier signal for active location
and communication tasks. Highly sensitive P-type receptors on their surface fire in response …
and communication tasks. Highly sensitive P-type receptors on their surface fire in response …
Computational consequences of temporally asymmetric learning rules: I. Differential Hebbian learning
PD Roberts - Journal of computational neuroscience, 1999 - Springer
Temporally asymetric learning rules governing plastic changes in synaptic efficacy have
recently been identified in physiological studies. In these rules, the exact timing of pre-and …
recently been identified in physiological studies. In these rules, the exact timing of pre-and …
Coherence and incoherence in a globally coupled ensemble of pulse-emitting units
W Gerstner, JL van Hemmen - Physical review letters, 1993 - APS
A general theory of coherent behavior (''locking'') in a globally coupled ensemble of pulse-
emitting units is presented. Each unit is modeled as a dynamic threshold device with …
emitting units is presented. Each unit is modeled as a dynamic threshold device with …
Computing with spiking neurons
W Maass - 1998 - direct.mit.edu
In the preceding chapter a number of mathematical models for spiking neurons were
introduced. Spiking neurons differ in essential aspects from the familiar computational units …
introduced. Spiking neurons differ in essential aspects from the familiar computational units …
Mechanisms of self-organized quasicriticality in neuronal network models
O Kinouchi, R Pazzini, M Copelli - Frontiers in Physics, 2020 - frontiersin.org
The critical brain hypothesis states that there are information processing advantages for
neuronal networks working close to the critical region of a phase transition. If this is true, we …
neuronal networks working close to the critical region of a phase transition. If this is true, we …
Adaptive learning rate of SpikeProp based on weight convergence analysis
SB Shrestha, Q Song - Neural Networks, 2015 - Elsevier
Abstract A Spiking Neural Network (SNN) training using SpikeProp and its variants is usually
affected by sudden rise in learning cost called surges. These surges cause diversion in the …
affected by sudden rise in learning cost called surges. These surges cause diversion in the …
Rapid phase locking in systems of pulse-coupled oscillators with delays
W Gerstner - Physical review letters, 1996 - APS
The dynamical evolution of a system of integrate-and-fire units with delayed excitatory
coupling is analyzed. The connectivity is arbitrary except for a normalization of the total input …
coupling is analyzed. The connectivity is arbitrary except for a normalization of the total input …
Stochastic oscillations and dragon king avalanches in self-organized quasi-critical systems
In the last decade, several models with network adaptive mechanisms (link deletion-
creation, dynamic synapses, dynamic gains) have been proposed as examples of self …
creation, dynamic synapses, dynamic gains) have been proposed as examples of self …
Piecewise linear differential equations and integrate-and-fire neurons: insights from two-dimensional membrane models
A Tonnelier, W Gerstner - Physical Review E, 2003 - APS
We derive and study two-dimensional generalizations of integrate-and-fire models which
can be found from a piecewise linear idealization of the FitzHugh-Nagumo or Morris-Lecar …
can be found from a piecewise linear idealization of the FitzHugh-Nagumo or Morris-Lecar …