基于多项式回归技术的非学术人员薪酬预测模型

Samuel Iorhemen Ayua, Yusuf Musa Malgwi, James Afrifa
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引用次数: 0

摘要

回归的概念在机器学习领域得到了迅速而显著的发展。本文利用Jupyter Notebook和Annaconda Navigator工具上的2度多项式回归技术,构建了一个薪酬预测模型,预测出与汇率涨跌相称的员工合理薪酬。因为每个员工都有很高的目标和希望,因为离职的标准提高了,而工资却没有相应的提高。因此,雇主为员工预测一个可行的工资是一项具有挑战性的任务。该模型使用来自尼日利亚Jalingo塔拉巴州立大学的工资数据集来构建和训练用于预测员工工资的模型和汇率数据集。研究结果表明,由于数据集的分布是非线性的,并且从工资内数据集确定员工工资的主要显著特征是年级水平和汇率,这充分证实了多项式回归算法的使用。该研究极大地促进了对回归技术的认识和理解。研究人员推荐了其他机器学习算法,探索了各种工资数据集,并将机器学习的潜在适用性完全纳入了金融部门的大型数据集,以获得更好的性能。使用R2评分准确性评估模型性能,实现了97.2%的值,表明数据点在开发的模型中与回归线和未见数据集的拟合程度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Salary Prediction Model for Non-Academic Staff Using Polynomial Regression Technique
The idea of regression has increased rapidly and significantly in the machine-learning domain. This paper builds a salary prediction model to predict a justifiable salary of an employee commensurate to the increase or decrease in exchange rate using polynomial regression techniques of degree 2 in Jupyter Notebook on Annaconda Navigator tool. Predicting a feasible salary for an employee by the employer is a challenging task since every employee has a high goal and hope as the standard of leaving increases without a corresponding increase in salary. This model uses a salary dataset from Taraba State University Jalingo, Nigeria in building and training the model and exchange rate dataset for the prediction of employee salary. The result of the research shows that since the distribution of the dataset was non-linear and the major feature significant in determining employee’s salary from the in-salary dataset was grade level and exchange rate, this fully confirmed the use of polynomial regression algorithm. The research has immensely contributed to the knowledge and understanding of regression techniques. The researcher recommended other machine learning algorithms explored with various salary datasets and the potential applicability of machine learning fully incorporated in the financial department on the large dataset for better performance. The model performance was evaluated using R2 scores accuracy and the value of 97.2% realized, indicating how well the data points fit the line of regression and unseen dataset in the developed model.
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