使用高斯期望最大化模型 AMIGOS 进行机器学习中的情感分析

Balamurugan Kaliappan, Bakkialakshmi Vaithialingam Sudalaiyadumperumal, Sudalaimuthu Thalavaipillai
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引用次数: 0

摘要

以人为调查对象是预测股市中人类情绪的目标。大量的心理效应需要(感觉)产生,直接释放人的情绪。效应理论的发展使人们相信,人必须意识到自己的情绪和情感才能预测自己的行为。拟议的研究方向侧重于开发一个可靠的模型,将神经生理学数据融入实际感受中。情绪的任何变化都会直接引起身体生理系统的反应。这种方法以高斯混合模型(GMM)的概念命名。数据处理后的统计反应、情绪标签的定量结果以及与训练样本的巧合反应都会直接影响所取得的结果。在群体平均值和标准偏差等统计参数方面,所建议的方法与一种被认为是最先进的技术进行了比较评估。建议的系统使用高斯期望最大化(GEM)统计模型,经过至少 6 次迭代学习后确定个人的情绪状态,其中的迭代趋向于持续到零误差。也许每一次迭代都能提高预测效果,同时增加提取的价值量。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Affective analysis in machine learning using AMIGOS with Gaussian expectation-maximization model
Investigating human subjects is the goal of predicting human emotions in the stock market. A significant number of psychological effects require (feelings) to be produced, directly releasing human emotions. The development of effect theory leads one to believe that one must be aware of one's sentiments and emotions to forecast one's behavior. The proposed line of inquiry focuses on developing a reliable model incorporating neurophysiological data into actual feelings. Any change in emotional affect will directly elicit a response in the body's physiological systems. This approach is named after the notion of Gaussian mixture models (GMM). The statistical reaction following data processing, quantitative findings on emotion labels, and coincidental responses with training samples all directly impact the outcomes that are accomplished. In terms of statistical parameters such as population mean and standard deviation, the suggested method is evaluated compared to a technique considered to be state-of-the-art. The proposed system determines an individual's emotional state after a minimum of 6 iterative learning using the Gaussian expectation-maximization (GEM) statistical model, in which the iterations tend to continue to zero error. Perhaps each of these improves predictions while simultaneously increasing the amount of value extracted.
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来源期刊
CiteScore
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