Sinusoidal Neural Networks: Towards ANN that Learns Faster

Tekin Evrim Ozmermer
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Abstract

If everything is a signal and combination of signals, everything can be represented with Fourier representations. Then, is it possible to represent a signal with a conditional dependency to input data? This research is devoted to the development of Sinusoidal Neural Networks (SNNs). The motivation to develop SNNs is to design an artificial neural network (ANN) algorithm that can learn faster. A short review of the history of biological neurons helps to identify components that should be redesigned in ANNs. After the components are identified, a new neural network algorithm called SNN is proposed. Experiments are conducted to show the practical results of the algorithm. According to the experiments, the proposed neural network can reach high accuracy rates faster than the standard neural networks, while an interesting generalization capacity is obtained for the developed algorithm. Even though the promising results are achieved, further research is necessary to test if SNNs are capable of learning faster than existing algorithms in real-life cases.
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正弦神经网络:迈向学习更快的人工神经网络
如果所有东西都是一个信号和信号的组合,那么所有东西都可以用傅里叶表示来表示。那么,是否有可能表示一个与输入数据有条件依赖关系的信号?本研究致力于正弦神经网络(SNNs)的发展。开发snn的动机是设计一种能够更快学习的人工神经网络(ANN)算法。简要回顾生物神经元的历史有助于确定人工神经网络中应该重新设计的组件。在对各分量进行识别后,提出了一种新的神经网络算法SNN。通过实验验证了该算法的实用效果。实验结果表明,该神经网络比标准神经网络能更快地达到较高的准确率,同时该算法具有良好的泛化能力。尽管取得了令人鼓舞的结果,但还需要进一步的研究来测试snn在现实生活中是否能够比现有算法更快地学习。
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