2011
DOI: 10.1002/hipo.20939
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Phase precession and variable spatial scaling in a periodic attractor map model of medial entorhinal grid cells with realistic after‐spike dynamics

Abstract: We present a model that describes the generation of the spatial (grid fields) and temporal (phase precession) properties of medial entorhinal cortical (MEC) neurons by combining network and intrinsic cellular properties. The model incorporates network architecture derived from earlier attractor map models, and is implemented in 1D for simplicity. Periodic driving of conjunctive (position × head-direction) layer-III MEC cells at theta frequency with intensity proportional to the rat's speed, moves an 'activity … Show more

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Cited by 149 publications
(220 citation statements)
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References 71 publications
(128 reference statements)
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“…formation, including one based on attractors (30) and those based on oscillatory interference (6,(31)(32)(33). It seems possible that these temporal changes might be triggered by the release of a neuromodulator, such as ACh, which is implicated in novelty detection (34,35) and affects both the frequency of theta-band oscillations (36) and the resonant properties of mEC stellate cells (37).…”
Section: Discussionmentioning
confidence: 99%
“…formation, including one based on attractors (30) and those based on oscillatory interference (6,(31)(32)(33). It seems possible that these temporal changes might be triggered by the release of a neuromodulator, such as ACh, which is implicated in novelty detection (34,35) and affects both the frequency of theta-band oscillations (36) and the resonant properties of mEC stellate cells (37).…”
Section: Discussionmentioning
confidence: 99%
“…OI models have successfully explained some properties of temporal organization in grid cells, such as theta phase precession 105,207 , an aspect that has not been addressed in attractor models, except in one dimension 208 . However, OI models have faced serious challenges as an explanation of the spatial periodicity of the grid cells.…”
Section: Box 4: Oscillatory Interference Models Of Grid Cellsmentioning
confidence: 99%
“…In response to oscillating current injection that increases in frequency, the neuron shows a gradual increase in amplitude of membrane potential deflection that reaches a peak at resonance frequency, and then decreases. constants of synaptic potentials [55,56]. As an alternative to slow synaptic interactions, one attractor model overcame the problem of simulating long interspike intervals by using an alternative solution involving rebound spiking dependent on prior spikes [56].…”
Section: Extracellular Data On Theta Cycle Skipping and Loss Of Thetamentioning
confidence: 99%