Novel EDAS++ method: Interval type criteria and extension to EDAS+

  • Anđelka Štilić Visoka turistička škola strukovnih studija, Beograd
Keywords: criteria, interval type criteria, EDAS, weighting factor, optimization

Abstract


Multicriteria problems belong to poorly structured decision-making problems as they take place in conditions of stochasticity (indeterminacy). This primarily refers to the number of criteria and the complexity of their mutual relations between which there may be complete opposition, as well as to the methodologically diverse space for determining preferences or weighting factors which significantly affect the decision-making results.

The paper focuses on the introduction of new types of criteria: 1 - 4 interval  type criteria and its implementation in EDAS + method of multicriteria analysis.

References

Keshavarz Ghorabaee, M., Zavadskas, E. K., Olfat, L., & Turskis, Z. (2015). Multi-criteria inventory classification using a new method of evaluation based on distance from average solution (EDAS). Informatica, 26(3), 435-451.
Marković, Z. (2007) Jedan pristup normalizaciji matrice podataka u višekriterijumskoj analizi, XXV Simpozijum o novim tehnologijama u poštanskom i telekomunikacionom saobraćaju, PosTel 2007, Beograd, 11. i 12. decembar 2007, str. 71–80.
Štilić, A., Nicić, M., Zimonjić, B., & Njeguš, A. (2019). Primena višekriterijumske metode EDAS u rangiranju kandidata za rad u turističkoj privredi i uvođenje korektivnog koraka. Turističko poslovanje, (23), 61-75.
Štilić, A., Njeguš, A. (2019). Primena višekriterijumske analize kod posredovanja pri zapošljavanju studenata u turističkoj privredi, Conference: Hotelska kuća 2019 – Presented paper; doi: 10.13140/RG.2.2.29464.75522
Published
2021/03/01
Section
Članci