Correlated neural activity in spiking networks with topographic couplings

Author(s):  
Jinli Xie ◽  
Qinjun Zhao ◽  
Jianyu Zhao
2019 ◽  
Author(s):  
Philippe Vincent-Lamarre ◽  
Matias Calderini ◽  
Jean-Philippe Thivierge

Many cognitive and behavioral tasks – such as interval timing, spatial navigation, motor control and speech – require the execution of precisely-timed sequences of neural activation that cannot be fully explained by a succession of external stimuli. We show how repeatable and reliable patterns of spatiotemporal activity can be generated in chaotic and noisy spiking recurrent neural networks. We propose a general solution for networks to autonomously produce rich patterns of activity by providing a multi-periodic oscillatory signal as input. We show that the model accurately learns a variety of tasks, including speech generation, motor control and spatial navigation. Further, the model performs temporal rescaling of natural spoken words and exhibits sequential neural activity commonly found in experimental data involving temporal processing. In the context of spatial navigation, the model learns and replays compressed sequences of place cells and captures features of neural activity such as the emergence of ripples and theta phase precession. Together, our findings suggest that combining oscillatory neuronal inputs with different frequencies provides a key mechanism to generate precisely timed sequences of activity in recurrent circuits of the brain.


2016 ◽  
Author(s):  
Gabriel Koch Ocker ◽  
Krešimir Josić ◽  
Eric Shea-Brown ◽  
Michael A. Buice

AbstractRecent experimental advances are producing an avalanche of data on both neural connectivity and neural activity. To take full advantage of these two emerging datasets we need a framework that links them, revealing how collective neural activity arises from the structure of neural connectivity and intrinsic neural dynamics. This problem of structure-driven activity has drawn major interest in computational neuroscience. Existing methods for relating activity and architecture in spiking networks rely on linearizing activity around a central operating point and thus fail to capture the nonlinear responses of individual neurons that are the hallmark of neural information processing. Here, we overcome this limitation and present a new relationship between connectivity and activity in networks of nonlinear spiking neurons by developing a diagrammatic fluctuation expansion based on statistical field theory. We explicitly show how recurrent network structure produces pairwise and higher-order correlated activity, and how nonlinearities impact the networks' spiking activity. Our findings open new avenues to investigating how single-neuron nonlinearities—including those of different cell types—combine with connectivity to shape population activity and function.


2019 ◽  
Vol 99 (5) ◽  
Author(s):  
Stefano Luccioli ◽  
David Angulo-Garcia ◽  
Alessandro Torcini

2010 ◽  
Author(s):  
Samantha M. Mowrer ◽  
Andrew A. Jahn ◽  
William A. Cunningham

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