Ensemble Methods for Sequence Classification with Hidden Markov Models

Maxime Kawawa-Beaudan, Srijan Sood, Soham Palande, Ganapathy Mani, Tucker Balch, Manuela Veloso
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Abstract

We present a lightweight approach to sequence classification using Ensemble Methods for Hidden Markov Models (HMMs). HMMs offer significant advantages in scenarios with imbalanced or smaller datasets due to their simplicity, interpretability, and efficiency. These models are particularly effective in domains such as finance and biology, where traditional methods struggle with high feature dimensionality and varied sequence lengths. Our ensemble-based scoring method enables the comparison of sequences of any length and improves performance on imbalanced datasets. This study focuses on the binary classification problem, particularly in scenarios with data imbalance, where the negative class is the majority (e.g., normal data) and the positive class is the minority (e.g., anomalous data), often with extreme distribution skews. We propose a novel training approach for HMM Ensembles that generalizes to multi-class problems and supports classification and anomaly detection. Our method fits class-specific groups of diverse models using random data subsets, and compares likelihoods across classes to produce composite scores, achieving high average precisions and AUCs. In addition, we compare our approach with neural network-based methods such as Convolutional Neural Networks (CNNs) and Long Short-Term Memory networks (LSTMs), highlighting the efficiency and robustness of HMMs in data-scarce environments. Motivated by real-world use cases, our method demonstrates robust performance across various benchmarks, offering a flexible framework for diverse applications.
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利用隐马尔可夫模型进行序列分类的集合方法
我们提出了一种使用隐马尔可夫模型(HMM)集合方法进行序列分类的轻量级方法。HMM 因其简单性、可解释性和高效性,在数据集不平衡或较小的情况下具有显著优势。这些模型在金融和生物等领域尤为有效,因为这些领域的传统方法难以应对高特征维度和不同序列长度的问题。我们基于集合的评分方法可以比较任何长度的序列,并提高在不平衡数据集上的性能。本研究重点关注二元分类问题,尤其是在数据不平衡的情况下,即阴性类占多数(如正常数据),而阳性类占少数(如异常数据),通常会有极端的分布倾斜。我们提出了一种新颖的 HMM Ensembles 训练方法,该方法适用于多类问题,并支持分类和异常检测。我们的方法使用随机数据子集拟合不同模型的特定类别组,并比较不同类别之间的似然性以产生综合分数,从而获得较高的平均精确度和AUC。此外,我们还将我们的方法与卷积神经网络(CNN)和长短期记忆网络(LSTM)等基于神经网络的方法进行了比较,突出了 HMM 在数据稀缺环境中的效率和鲁棒性。在实际应用案例的激励下,我们的方法在各种基准测试中都表现出了强劲的性能,为各种应用提供了灵活的框架。
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