Independent component analysis for noisy data: MEG data analysis
Neural Networks
Characterization of subthreshold voltage fluctuations in neuronal membranes
Neural Computation
Approximation of Large-Scale Dynamical Systems (Advances in Design and Control) (Advances in Design and Control)
Extracting non-linear integrate-and-fire models from experimental data using dynamic I–V curves
Biological Cybernetics - Special Issue: Quantitative Neuron Modeling
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In this paper, we extend our framework for constructing low-dimensional dynamical system models of large-scale neuronal networks of mammalian primary visual cortex. Our dimensional reduction procedure consists of performing a suitable linear change of variables and then systematically truncating the new set of equations. The extended framework includes modeling the effect of neglected modes as a stochastic process. By parametrizing and including stochasticity in one of two ways we show that we can improve the systems-level characterization of our dimensionally reduced neuronal network model. We examined orientation selectivity maps calculated from the firing rate distribution of large-scale simulations and stochastic dimensionally reduced models and found that by using stochastic processes to model the neglected modes, we were able to better reproduce the mean and variance of firing rates in the original large-scale simulations while still accurately predicting the orientation preference distribution.