Information-geometric measure for neural spikes
Neural Computation
A Spike-Train Probability Model
Neural Computation
A rate and history-preserving resampling algorithm for neural spike trains
Neural Computation
Measure of correlation orthogonal to change in firing rate
Neural Computation
Detection of bursts in extracellular spike trains using hidden semi-Markov point process models
Journal of Computational Neuroscience
Local field potentials indicate network state and account for neuronal response variability
Journal of Computational Neuroscience
An L1-regularized logistic model for detecting short-term neuronal interactions
Journal of Computational Neuroscience
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Several authors have previously discussed the use of log-linear models, often called maximum entropy models, for analyzing spike train data to detect synchrony. The usual log-linear modeling techniques, however, do not allow time-varying firing rates that typically appear in stimulus-driven (or action-driven) neurons, nor do they incorporate non-Poisson history effects or covariate effects. We generalize the usual approach, combining point-process regression models of individual neuron activity with log-linear models of multiway synchronous interaction. The methods are illustrated with results found in spike trains recorded simultaneously from primary visual cortex. We then assess the amount of data needed to reliably detect multiway spiking.