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Simulation Study for Model Performance of Multiresponse Semiparametric Regression

机译:多态Semiparametric回归模型性能的仿真研究

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The objective of this paper is to evaluate the performance of multiresponse semiparametric regression model based on both of the function types and sample sizes. In general, multiresponse semiparametric regression model consists of parametric and nonparametric functions. This paper focuses on both linear and quadratic functions for parametric components and spline function for nonparametric component. Moreover, this model could also be seen as a spline semiparametric seemingly unrelated regression model. Simulation study is conducted by evaluating three combinations of parametric and nonparametric components, i.e. linear-trigonometric, quadratic-exponential, and multiple linear-polynomial functions respectively. Two criterias are used for assessing the model performance, i.e. R-square and Mean Square Error (MSE). The results show that both of the function types and sample sizes have significantly influenced to the model performance. In addition, this multiresponse semiparametric regression model yields the best performance at the small sample size and combination between multiple linear and polynomial functions as parametric and nonparametric components respectively. Moreover, the model performances at the big sample size tend to be similar for any combination of parametric and nonparametric components.
机译:本文的目的是评估基于函数类型和样本大小的多态半造型回归模型的性能。通常,MultiShyse Semiparametric回归模型由参数和非参数函数组成。本文重点介绍了非参数组件的参数分量和样条函数的线性和二次函数。此外,该模型也可以被视为样条半导体看似无关的回归模型。通过评估参数和非参数分量的三种组合来进行仿真研究,即线性三角函数,二次指数和多个线性多项式函数。两个标准用于评估模型性能,即R-Square和均方误差(MSE)。结果表明,两个功能类型和样本尺寸都对模型性能显着影响。此外,该多孔半导体回归模型可以分别在多个线性和多项式用作参数和非参数分量之间的小样本大小和组合中的最佳性能。此外,大样本大小的模型性能往往类似于参数和非参数分量的任何组合。

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