[2] Li J., Yasuda M., Jiang Q., Suzuki H., Wang, Z., Klir G. J.:
Convergence of sequence of measurable functions on fuzzy measure space. Fuzzy Sets and Systems 87 (1997), 317–323
MR 1449484
[3] Li J.:
On Egoroff’s theorems on fuzzy measure space. Fuzzy Sets and Systems 135 (2003), 367–375
MR 1979605
[4] Li J.:
Order continuity of monotone set function and convergence of measurable functions sequence. Applied Mathematics and Computation 135 (2003), 211–218
MR 1937247
[5] Li J., Yasuda M.:
Egoroff’s theorems on monotone non-additive measure space. Internat. J. of Uncertainty, Fuzziness and Knowledge-based Systems (to appear)
MR 2052989
[8] Taylor S. J.:
An alternative form of Egoroff’s theorem. Fundamenta Mathematicae 48 (1960), 169–174
MR 0117311 |
Zbl 0098.26502
[9] Wagner E., Wilczyński W.:
Convergence almost everywhere of sequences of measurable functions. Colloquium Mathematicum 45 (1981), 119–124
MR 0652608 |
Zbl 0497.28006
[10] Wang Z.:
The autocontinuity of set function and the fuzzy integral. J. Math. Anal. Appl. 99 (1984), 195–218
MR 0732712 |
Zbl 0581.28003