Article ID Journal Published Year Pages File Type
395188 Information Sciences 2012 8 Pages PDF
Abstract
Based on the classical theory of random sets, Feng and Nguyen (2007) [5] studied the convergence of capacity functionals of random sets in terms of Choquet integrals. In this paper, we consider an interval-valued capacity functional which is motivated by the goal to generalize a capacity functional and the Choquet integral with respect to an interval-valued capacity. In particular, we discuss some convergence theorems for interval-valued capacity functionals and interval-valued probability measures in the Hausdorff metric and Choquet weak sense.
Related Topics
Physical Sciences and Engineering Computer Science Artificial Intelligence
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