使用支持向量机预测职业体育伤病的大数据方法

Weihua Li
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引用次数: 0

摘要

在职业体育运动中,伤病是一个备受关注的问题。它被认为是影响运动员职业生涯和团队表现的重要因素之一。及早发现体育运动中的伤病可以帮助球队采取预防措施,提高运动员的表现。本文探讨了如何使用机器学习算法,即支持向量机(SVM)来预测职业体育运动中的损伤,并使用大数据分析(BDA)技术来提供有关球员的有用见解。SVM 能够处理数据间复杂的非线性关系并对其进行准确分类,而 BDA 则有助于球员健康管理和资源分配。 该研究首先从与运动员相关的各种来源收集大量数据并将其存储在 Cassandra 中。这些数据源包括运动员成绩记录、病史和可穿戴技术数据。然后对数据进行清理,并转换成统一格式进行处理。递归特征消除(RFE)技术用于挑选最相关的数据点。这些工具对处理数据的数量、速度和多样性至关重要。其次,建立 SVM 模型,其中包括输入特征、核函数和决策函数。该模型使用核函数将输入数据映射到高维空间。然后,它会找到一个最优超平面,使受伤和未受伤两个类别之间的边际最大化。最接近超平面的数据点以支持向量的形式表示,用于预测新的数据点,并将向量分类为受伤或未受伤。最后,建议的 SVM 模型在数据子集上进行训练。它使用网格搜索和交叉验证技术来优化模型的性能。结果表明,所提出的 SVM 模型的准确率达到 92.3%,预测率达到 87.5%,这凸显了我们方法的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

A Big Data Approach to Forecast Injuries in Professional Sports Using Support Vector Machine

A Big Data Approach to Forecast Injuries in Professional Sports Using Support Vector Machine

Injuries are a big concern in professional sports. It is recognized as one of the significant factors in athletes’ careers and team performance. Early detection of injuries in sports can assist teams in taking preventive measures and enhance player’s performance. This paper explores the use of machine learning algorithm namely Support Vector Machines (SVMs) to predict injuries in professional sports and use Big Data Analytics (BDA) techniques to provide useful insights regarding players. SVMs are capable of handling complex and non-linear relationships among data and classifying it accurately while BDA aids in player health management and resource allocation The study commences by collecting large amounts of data from various sources related to athletes and storing it in Cassandra. These sources include athlete performance records, medical histories and wearable technology data. The data is then cleaned and transformed into a uniform format for processing. The Recursive Feature Elimination (RFE) technique is used to pick the most relevant data points. These tools are pivotal in handling the volume, velocity and variety of the data. Secondly, an SVM model is formulated which includes input features, kernel functions and a decision function. The model works by mapping input data into a high-dimensional space using the kernel function. It then finds the optimal hyperplane that maximizes the margin between the two classes which are injured and not injured. The data points closest to the hyperplane are represented in the form of support vectors and are used to predict new data points and classify the vector as injury or non-injury. Finally, the proposed SVM model is trained on a subset of the data. It uses grid search and cross-validation techniques to optimize the model’s performance. The results show that the proposed SVM model achieved an accuracy of 92.3% and a prediction rate of 87.5%, which highlights the effectiveness of our approach.

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