论文标题
一些大型设置的产物附近
Product of some large sets near idempotent
论文作者
论文摘要
我们表征何时在Idempotent附近的中央集合的有限笛卡尔产物近乎属性。此外，我们为无限的笛卡尔产品提供了部分特征。然后，我们研究了附近的一些大型集合。此外，我们研究了近距离量的张量产品的效果。最后，作为应用程序，我们提供了接近零的Milliken-Taylor定理的多项式扩展。
We characterize when the finite Cartesian product of central sets near idempotent is central near idempotent. Moreover, we provide a partial characterization for the infinite Cartesian product of the same. Then, we study the abundance of some large sets near idempotent. Also, we investigate the effect of tensor product near idempotent. Finally, as an application we provide the polynomial extension of Milliken-Taylor theorem near zero.
