Let be positive integers. By definition, is the least positive integer such that, for any -coloring of the interval , there exists a monochromatic solution to . For , the numbers are classical Schur numbers. In this paper, we study the numbers for .

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关于方程的广义舒尔数

让被正整数。根据定义，是最小的正整数，对于任何-间隔着色，存在一个单色解。对于，数字是经典的舒尔数。在本文中，我们研究了号码为。