Rudarski radovi br 4 2011 - Institut za rudarstvo i metalurgiju Bor
Rudarski radovi br 4 2011 - Institut za rudarstvo i metalurgiju Bor
Rudarski radovi br 4 2011 - Institut za rudarstvo i metalurgiju Bor
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Table 13. Overview of criteria and relative weight of criteria<<strong>br</strong> />
Ord.<<strong>br</strong> />
No.<<strong>br</strong> />
Criterion of evaluation<<strong>br</strong> />
Designation<<strong>br</strong> />
of<<strong>br</strong> />
criteria<<strong>br</strong> />
Relative weight<<strong>br</strong> />
of criteria<<strong>br</strong> />
1. Minimum construction costs w1 0.17<<strong>br</strong> />
2. Minimum maintenance costs w2 0.16<<strong>br</strong> />
3.<<strong>br</strong> />
Maximum profit for road users (minimum of<<strong>br</strong> />
exploitation costs)<<strong>br</strong> />
w3 0.164<<strong>br</strong> />
4.<<strong>br</strong> />
Maximum security, safety and traffic comfort<<strong>br</strong> />
(minimum costs of traffic accidents)<<strong>br</strong> />
w4 0.24<<strong>br</strong> />
5. Maximum impact on development of area<<strong>br</strong> />
Minimum impact on the spatial – ecological<<strong>br</strong> />
w5 0.146<<strong>br</strong> />
6. consequences (maximum protection from the<<strong>br</strong> />
effects of negative impacts)<<strong>br</strong> />
w6 0.12<<strong>br</strong> />
Difficulty of criterion functions (Table<<strong>br</strong> />
13) can be defined by many different<<strong>br</strong> />
ways. In this paper, the choice of difficulty<<strong>br</strong> />
is based on the use of DELFI<<strong>br</strong> />
method. Since it is concerned to an expert<<strong>br</strong> />
assessment (Figures 1 and 2) of the multidisciplinary<<strong>br</strong> />
project, the questioned participants<<strong>br</strong> />
(experts).<<strong>br</strong> />
Figure 1. Distribution of responses for<<strong>br</strong> />
Goal 1 and Goal 2<<strong>br</strong> />
Considering the heterogeneity of indicators<<strong>br</strong> />
for evaluation the variant - the<<strong>br</strong> />
method of several criteria optimi<strong>za</strong>tion,<<strong>br</strong> />
i.e. the method of compromise programming<<strong>br</strong> />
and multicriterion compromise ranking<<strong>br</strong> />
of alternative solutions, is used.<<strong>br</strong> />
This method first determines the optimum<<strong>br</strong> />
solutions for particular criteria and<<strong>br</strong> />
then determines compromise solutions,<<strong>br</strong> />
which are proposed to the decision maker.<<strong>br</strong> />
The decision maker adopts the final<<strong>br</strong> />
solution, and is able to see all profit and<<strong>br</strong> />
unsatisfied criteria what provides a good<<strong>br</strong> />
basis for work.<<strong>br</strong> />
By setting different values to the difficulty<<strong>br</strong> />
(importance) of criteria, the stability<<strong>br</strong> />
of the alternative solutions on multicriterion<<strong>br</strong> />
rankings can be analyzed there depending<<strong>br</strong> />
on the specific requirements of<<strong>br</strong> />
decision-maker.<<strong>br</strong> />
No 4, <strong>2011</strong>. 186<<strong>br</strong> />
MINING ENGINEERING