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Nonlinear Decoding of Natural Images From Large-Scale Primate Retinal Ganglion Recordings

机译:大型灵长类动物视网膜神经节录音的自然图像非线性解码

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摘要

Decoding sensory stimuli from neural activity can provide insight into how the nervous system might interpret the physical environment, and facilitates the development of brain-machine interfaces. Nevertheless, the neural decoding problem remains a significant open challenge. Here, we present an efficient nonlinear decoding approach for inferring natural scene stimuli from the spiking activities of retinal ganglion cells (RGCs). Our approach uses neural networks to improve on existing decoders in both accuracy and scalability. Trained and validated on real retinal spike data from more than 1000 simultaneously recorded macaque RGC units, the decoder demonstrates the necessity of nonlinear computations for accurate decoding of the fine structures of visual stimuli. Specifically, high-pass spatial features of natural images can only be decoded using nonlinear techniques, while low-pass features can be extracted equally well by linear and nonlinear methods. Together, these results advance the state of the art in decoding natural stimuli from large populations of neurons.
机译:解码神经活动的感觉刺激可以深入了解神经系统如何解释物理环境,并促进脑机接口的发展。然而,神经解码问题仍然是一个重要的开放挑战。这里,我们提出了一种高效的非线性解码方法,用于从视网膜神经节细胞(RGC)的尖峰活动中推断出自然场景刺激。我们的方法使用神经网络在精度和可扩展性中提高现有解码器。通过超过1000个同时录制的猕猴RGC单位的真实视网膜尖峰数据训练和验证,解码器证明了非线性计算的必要性,以便精确地解码视觉刺激的细结构。具体地,可以使用非线性技术解码自然图像的高通空间特征,而可以通过线性和非线性方法同等地提取低通特征。在一起,这些结果在大量神经元的大群中解释了自然刺激的最新状态。

著录项

  • 来源
    《Neural computation》 |2021年第7期|1719-1750|共32页
  • 作者单位

    Columbia University New York NY 10027 U.S.A.;

    Stanford University Stanford CA 94305 U.S.A.;

    Columbia University New York NY 10027 U.S.A.;

    Columbia University New York NY 10027 U.S.A.;

    Columbia University New York NY 10027 U.S.A.;

    Columbia University New York NY 10027 U.S.A.;

    Stanford University Stanford CA U.S.A.;

    Columbia University New York NY 10027 U.S.A.;

  • 收录信息 美国《科学引文索引》(SCI);美国《化学文摘》(CA);
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
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