Rotational quadratic function neural networks

K. Cheung, C. Leung
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引用次数: 7

Abstract

The authors present a novel architecture, known as the rotational quadratic function neuron (RQFN), to implement the quadratic function neuron (QFN). Although with some loss in the degree of freedom in the boundary formation, RQFN possesses some attributes which are unique when compared to QFN. In particular, the architecture of RQFN is modular, which facilitates VLSI implementation. Moreover, by replacing QFN by RQFN in a multilayer perceptron (MP), the fan-in and the interconnection volume are reduced to that of MP utilizing linear neurons. In terms of learning, RQFN also offers varieties such as the separate learning paradigm and the constrained learning paradigm. Single-layer MP utilizing RQFNs have been demonstrated to form more desirable boundaries than the normal MP. This is essential in the scenario where either the closure of the boundary or boundaries of higher orders are required.<>
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旋转二次函数神经网络
作者提出了一种新的结构,称为旋转二次函数神经元(RQFN),以实现二次函数神经元(QFN)。虽然边界形成的自由度有一定的损失,但RQFN与QFN相比具有一些独特的属性。特别是,RQFN的架构是模块化的,这有利于VLSI的实现。此外,通过在多层感知器(MP)中使用RQFN代替QFN,扇入和互连体积减少到使用线性神经元的MP。在学习方面,RQFN还提供了诸如独立学习范式和约束学习范式之类的变体。利用RQFNs的单层MP已被证明比普通MP形成更理想的边界。这在需要闭合边界或更高阶边界的情况下是必不可少的。
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