Jensen-Stefensenov tip nejednakosti za integrale bazirane na fazi bi-merama
Jensen-Steffensen type inequality for integrals with respect to bi-capacities
Author
Todorov, MilošMentor
Mihailović, BiljanaŠtrboja, Mirjana
Committee members
Štajner-Papuga, IvanaPerović, Aleksandar
Nedović, Ljubo
Štrboja, Mirjana
Mihailović, Biljana
Metadata
Show full item recordAbstract
Bipolarni pan integral, kao novi tip integrala baziranog na fazi bi- merama je prikazan u okviru disertacije. Pored toga, u okviru ove disertacije prikazana je Jensenova nejednakost za: diskretni bipolarni pseudo-integral, novi bipolarni Šokeov g-integral, bipolarni Šilkretov i bipolarni Sugenov integral.
The bipolar pan-integral as new type of integral based on bi-capacities is introduced in the thesis. The main purpose of the thesis is to establish conditions under which the Jensen type inequality is valid for: the discrete bipolar pseudo-integral, the new bipolar Choquet g-integral, the bipolar Shilkret and the bipolar Sugeno integral.