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Another look at the retina as an image dithered scalar quantizer

机译:另一种将视网膜视为图像抖动的标量量化器

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We explore, in this paper, the behavior of the mammalians retina considered as an analog-to-digital converter for the incoming light stimuli. This work extends our previous effort towards combining results in neurosciences with image processing techniques [1]. We base our study on a biologically realistic model that reproduces the neural code as generated by the retina. The neural code, that we consider here, consists of non-deterministic temporal sequences of uniformly shaped electrical impulses, also termed as spikes. We describe, starting from this spike-based code, a dynamic quantization scheme that relies on the so-called rate coding hypothesis. We, then, propose a possible decoding procedure. This yields an original coding/decoding system which evolves dynamically from coarse to fine, and from uniform to non-uniform. Furthermore, we emit a possible interpretation for the non-determinism observed in the spike timings. In order to do this, we implement a three-staged processing system mapping the anatomical architecture of the retina. We, then, model the retinal noise by a dither signal which permits us to define the retina behavior as a non-subtractive dithered quantizer. The coding/decoding system, that we propose, offers several interesting features as time scalability as well as reconstruction error whitening and de-correlation from the input stimuli.
机译:在本文中,我们探索了哺乳动物视网膜的行为,该行为被认为是入射光刺激的模数转换器。这项工作扩展了我们先前的努力,旨在将神经科学的结果与图像处理技术结合起来[1]。我们的研究基于生物学上真实的模型,该模型可再现视网膜生成的神经代码。我们在这里考虑的神经代码由形状不确定的电脉冲(也称为尖峰)的不确定时间序列组成。我们从这个基于尖峰的代码开始,描述了一种动态量化方案,该方案依赖于所谓的速率编码假设。然后,我们提出一种可能的解码过程。这产生了原始的编码/解码系统,该系统动态地从粗略发展到精细,并且从均匀发展到不均匀。此外,我们对尖峰定时中观察到的不确定性给出了可能的解释。为了做到这一点,我们实现了一个三阶段的处理系统,映射了视网膜的解剖结构。然后,我们通过抖动信号对视网膜噪声进行建模,该信号允许我们将视网膜行为定义为非减法抖动量化器。我们提出的编码/解码系统提供了一些有趣的功能,例如时间可伸缩性以及重构误差白化和与输入刺激解相关。

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