This short note aims to make some modification for improving the results presented in . A. Ghodousian et al. discussed the resolution of a system of max-Dubois-Prade fuzzy relation equations based on their proposed index sets Ji, i ∈ I. It is found that not every e ∈ E = J1 × J2 × unmapped: inline-formula unmapped: math unmapped: mo ⋯unmapped: mspace × Jm corresponds to a solution. To overcome this flaw, we modify the expression of the index sets, denoted by J=i , i ∈ I. Based on the modified index sets, resolution of the max-Dubois-Prade fuzzy relation equations becomes easier, regarding the computational cost.
IOS Press, Inc.
6751 Tepper Drive
Clifton, VA 20124
Tel.: +1 703 830 6300
Fax: +1 703 830 2300 firstname.lastname@example.org
(Corporate matters and books only) IOS Press c/o Accucoms US, Inc.
For North America Sales and Customer Service
West Point Commons
Lansdale PA 19446
Tel.: +1 866 855 8967
Fax: +1 215 660 5042 email@example.com