This paper deals with the Urysohn type integral form of the Schurer operators which is a significant special class of operators that act on some function spaces. Firstly, we construct the Urysohn type Schurer operators and after that we obtain some convergence results for the aforementioned operators. Ultimately, we deal with some of their shape-preserving properties.

中文翻译：

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Urysohn 型 Schurer 算子

本文讨论了 Schurer 算子的 Urysohn 型积分形式，它是作用于某些函数空间的一类重要的特殊算子。首先，我们构造了 Urysohn 型 Schurer 算子，然后我们得到了上述算子的一些收敛结果。最终，我们将处理它们的一些形状保持特性。