Some remarks on the double asymptotic null-additivity of monotonic measures and related applications

Pseudo-Convergences of Sequences of Measurable Functions on Monotone Multimeasure Spaces

“…In this way, we mention the papers of Li and Yasuda [13], Li [9,10], Li and Li [11], Li et al [14], Murofushi et al [17], Kawabe [6,7] concerning Egoroff's theorem, or the papers of Li [9], Song and Li [23] for Lebesgue's theorem or Sun [24] for Riesz's theorem and Jiang et al [5] or Takahashi et al [26], Ha et al [3], Liu [15], Li et al [12], Li [9], Li et al [14], Li et al [8], concerning different convergence theorems of sequences of measurable functions in non-additive measure theory. We also remark the papers of Murofushi [16], Ren et al [22], Sun [25], Zhang [27], Wang [28] and many others.…”

The functional space in fuzzy analysis

“…1998 年, Ha 等人 [110] [19]). 2010 年, Ren 等人 [111] 对于单调测度进一步得到双零渐近可加性也是保持 F 中的 测度收敛序列对加法等许多运算可继承的特征. 这些性质对于经典测度都无条件成立.…”