In the present paper, we make a study of \(P-\)statistical Korovkin theorem via \({\mathcal {A}}-\)summation process for a sequence of positive linear convolution operators and we show that our results obtained via an interesting application are meaningful. We also analyze rate of convergence of these operators via modulus of continuity.

中文翻译：

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$$P-$$ P - 卷积算子序列的统计求和过程

在本文中，我们通过对一系列正线性卷积算子的\({\mathcal {A}}-\)求和过程研究了\(P-\)统计 Korovkin 定理，我们表明我们的结果通过一个有趣的应用是有意义的。我们还通过连续性模数分析了这些算子的收敛速度。