Abstract
One of the unanswered questions in non-additive measure theory is how to define product of non-additive measures. Most of the approaches that have already been presented only work for discrete measures. In this paper a new approach is presented for not necessarily discrete non-additive measures that are in a certain relation with additive measures, usually this means that they are somehow derived from the additive measures.
ACKNOWLEDGEMENT
An extended abstract of this paper (Škulj, 2003) was presented at ISIPTA 2003 conference in Lugano, Switzerland.