**Speaker / Predavač**

**Martin Kalina, Slovak University of Technology in Bratislava, Slovakia**

**Naslov / Title**

A new formula for the discrete Choquet integral

**Sažetak / Abstract**

Choquet integral was introduced by G. Choquet in 1954, but the idea goes back to G. Vitali (in the 20th of the last century). For the discrete case the Choquet integral can be expressed in several ways. In all of those cases we need a linear order of the range of the function to be integrated. The new formula is not based on the linear order of the range. Instead, it is enough if the values are elements of a latice L, e.g., L=R^k.

**date/vreme**: 09/11/2017 16h

**venue/mesto**: SALA ZA SASTANKE, KULA FTN 3.SPRAT.