Akhila Henry, Rajan Sundaravaradhan, Nithin Nagaraj
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引用次数: 0
摘要
开发能够以更高的准确性和效率对数据集进行分类的机器学习算法在实际应用中至关重要。神经混沌学习(NL)是最近提出的一种算法,其灵感来自于大脑中神经元的混沌放电。近年来,自然语言在分类精度和训练所需样本数量方面都显示出了前景。在这项研究中,我们提出了一种新的简化神经混沌学习算法,通过减少分类所需的特征数量和减少需要调整的超参数数量。通过使用NL的混沌神经轨迹(由混沌映射生成的轨道)的单个特征并仅使用一个超参数,我们证明了算法在保持相当分类精度的同时显著提高了运行时间。这个单一特征可以是混沌神经轨迹的平均值(Tracemean),也可以是混沌神经轨迹的波动指数(FI)。分类器本身可以是简单的余弦相似性(Tracemean ChaosNet, FI ChaosNet)或任何经典的机器学习(ML)分类器(Tracemean+ML, FI+ML)。我们比较了这些新提出的简化NL算法在十个公开可用数据集上的性能。本研究提出的简化NL架构能够有效地对数据集进行分类,同时减少运行时间。事实上,在两种架构(Tracemean ChaosNet和FI ChaosNet)中只需要调整一个超参数,这使得它们对于易于解释的实际应用非常有吸引力。
Simplified neurochaos learning architectures for data classification.
Developing machine learning algorithms that can classify datasets with higher accuracy and efficiency is crucial in practical applications. Neurochaos learning (NL) is a recently proposed algorithm that is inspired by the chaotic firing of neurons in the brain. NL has shown promise in recent times both in terms of classification accuracy and in the number of samples needed for training. In this study, we propose a novel simplification of the neurochaos learning algorithm by reducing the number of features needed for classification and also reducing the number of hyperparameters needed to be tuned. By using a single feature of the chaotic neural traces (orbit generated by chaotic map) of NL and by using only one hyperparameter, we demonstrate a significant boost in run time of the algorithm while retaining comparable classification accuracy. This single feature could either be the mean of the chaotic neural traces (Tracemean) or the Fluctuation Index (FI) of the chaotic neural traces. The classifier itself could either be a simple cosine similarity (Tracemean ChaosNet, FI ChaosNet) or any of the classical machine learning (ML) classifiers (Tracemean+ML, FI+ML). We compare the performance of these newly proposed simplified NL algorithms on ten publicly available datasets. The proposed simplified NL architectures in this study are able to efficiently classify datasets while taking much less run time. The fact that only a single hyperparameter needs to be tuned in both architectures (Tracemean ChaosNet and FI ChaosNet) makes them very attractive for practical applications with the ease of interpretability.
期刊介绍:
Chaos: An Interdisciplinary Journal of Nonlinear Science is a peer-reviewed journal devoted to increasing the understanding of nonlinear phenomena and describing the manifestations in a manner comprehensible to researchers from a broad spectrum of disciplines.