论文标题
晶格 - 字母riesz空间中统计上无界的p连接
Statistically unbounded p-convergence in lattice-normed Riesz spaces
论文作者
论文摘要
统计上无界的$ p $ -convergence是统计订单，无限订单和$ p $ Convergences的抽象。我们研究了相对于统计p降低序列，研究了晶状体 - 字节riesz空间上统计无限的收敛的概念。此外，我们在Riesz空间上的其他类型的统计融合之间获得了一些关系。
The statistically unbounded $p$-convergence is an abstraction of the statistical order, unbounded order, and $p$-convergences. We investigate the concept of the statistically unbounded convergence on lattice-normed Riesz spaces with respect to statistical p-decreasing sequences. Also, we get some relations between this concept and the other kinds of statistical convergences on Riesz spaces.
