4.7 Article

Angular path integration by moving hill of activity: A spiking neuron model without recurrent excitation of the head-direction system

期刊

JOURNAL OF NEUROSCIENCE
卷 25, 期 4, 页码 1002-1014

出版社

SOC NEUROSCIENCE
DOI: 10.1523/JNEUROSCI.4172-04.2005

关键词

navigation; persistent activity; head direction; computational modeling; path integration; lateral inhibition

资金

  1. NIDA NIH HHS [R01 DA016455, DA016455] Funding Source: Medline
  2. NIMH NIH HHS [MH62349, R01 MH062349] Funding Source: Medline

向作者/读者索取更多资源

During spatial navigation, the head orientation of an animal is encoded internally by neural persistent activity in the head- direction ( HD) system. In computational models, such a bell- shaped hill of activity is commonly assumed to be generated by recurrent excitation in a continuous attractor network. Recent experimental evidence, however, indicates that HD signal in rodents originates in a reciprocal loop between the lateral mammillary nucleus ( LMN) and the dorsal tegmental nucleus ( DTN), which is characterized by a paucity of local excitatory axonal collaterals. Moreover, when the animal turns its head to a new direction, the heading information is updated by a time integration of angular head velocity ( AHV) signals; the underlying mechanism remains unresolved. To investigate these issues, we built and investigated an LMN - DTN network model that consists of three populations of noisy and spiking neurons coupled by biophysically realistic synapses. We found that a combination of uniform external excitation and recurrent cross- inhibition can give rise to direction-selective persistent activity. The model reproduces the experimentally observed three types of HD tuning curves differentially modulated by AHV and anticipatory firing activity in LMN HD cells. Time integration is assessed by using constant or sinusoidal angular velocity stimuli, as well as naturalistic AHV inputs ( from rodent recordings). Furthermore, the internal representation of head direction is shown to be calibrated or reset by strong external cues. We identify microcircuit properties that determine the ability of our model network to subserve time integration function.

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