首页> 外文会议>International Conference on Field Programmable Logic and Applications >AREA EFFICIENT ARCHITECTURE FOR LARGE SCALE IMPLEMENTATION OF BIOLOGICALLY PLAUSIBLE SPIKING NEURAL NETWORKS ON RECONFIGURABLE HARDWARE
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AREA EFFICIENT ARCHITECTURE FOR LARGE SCALE IMPLEMENTATION OF BIOLOGICALLY PLAUSIBLE SPIKING NEURAL NETWORKS ON RECONFIGURABLE HARDWARE

机译:区域高效架构,用于在可重构硬件上进行生物合理的尖峰神经网络的大规模实现

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Spiking Neural Networks (SNNs) are an information processing paradigm which is inspired by the way the human brain processes information. There has been considerable research reported on dedicated digital hardware for SNNs as summarised in [3]. However, due to the amount of development time, cost, and inflexibility ASICs are not a good choice therefore reconfigurable hardware (FPGAs) offers a better platform for neuro technologists. In this paper an area efficient multiplier-less hardware architecture is proposed for the implementation of an integrate- and-fire SNN model. The proposed architecture is intended for large scale implementation on a single FPGA. A modular design is proposed in order to make it flexible. Synaptic multiplication is performed with a simple AND gate, and pulses from different synapses are added together at different times, replicating the accumulation of synaptic inputs for the membrane potential. In order to introduce non-linearity into the membrane potential a normalized random number is introduced to this state variable. The proposed architecture uses spike trains as an input much like those in real networks. The rest of the paper is organized as follows. Section 2 provides a brief introduction to spiking neurons, section 3 explains the model, section 4 discusses the proposed architecture and in section 5 conclusions are given highlighting possible future extensions.
机译:尖峰神经网络(SNNS)是一种信息处理范例,其通过人脑过程信息的方式启发。对于SNN的专用数字硬件报告了相当大的研究,如[3]所汇总。然而,由于开发时间,成本和不灵活性的ASIC不是一个不错的选择,因此可重新配置的硬件(FPGA)为神经技术人员提供更好的平台。在本文中,提出了一个区域有效的乘法器硬件架构,用于实现集成和火灾SNN模型。所提出的架构旨在在单个FPGA上进行大规模实现。提出了模块化设计,以使其灵活。突触乘法用简单且栅极执行,并且从不同的突膜的脉冲在不同的时间加一起,复制膜电位的突触输入的累积。为了将非线性引入膜势,将归一化随机数引入该状态变量。拟议的架构使用尖峰列车作为一个像真实网络中那样的输入。本文的其余部分安排如下。第2节提供了对尖峰神经元的简要介绍,第3节解释了该模型,第4节讨论了拟议的架构,并在第5节中突出了可能的结论,突出了可能的未来扩展。

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