Abstract: The importance of fuzzy measure theory, founded by Sugeno in 1974, is well known due to its applications for instance in statistics, mathematical finances, human decision making, medicine. Our talk refers to some topics such as fuzzy set-valued integrals and measurable multifunctions.

Brief Biography of the Speaker:
Anca Croitoru graduated the Faculty of Mathematics at “Al.I. Cuza” University of Iasi, Romania and received the Doctoral Degree in Mathematics in 2000 at the same university. In present she is lecturer at the Faculty of Mathematics, “Al.I. Cuza” University of Iasi, Romania. She is member of AMS, WSEAS, ROMAI, EWM, ISCB,
“Al. Myller” Mathematical Seminary Foundation of the Faculty of Mathematics at “Al.I. Cuza” University.
She is author or co-author of 6 books (in Romanian), over 40 papers in national or international refereed journals and conference proceedings, co-editor of 7 conference proceedings, participant at over 40 national or international conference and coordinator or member of 4 national and 3 international research projects.
Her research interest includes multimeasures, fuzzyness in measure theory, set-valued integrals, non-additive set multifunctions, continuity and measurability of multifunctions.