[HTML][HTML] Conditional aggregation operators defined by the Choquet integral and the Sugeno integral with respect to general fractal measures

S Doria, B Selmi - Fuzzy Sets and Systems, 2024 - Elsevier
Conditional aggregation operators are defined by the Choquet integral and the Sugeno
integral with respect to a monotone set function that assesses positive measure of the …

Solving construction project selection problem by a new uncertain weighting and ranking based on compromise solution with linear assignment approach

R Davoudabadi, SM Mousavi, J Šaparauskas… - Journal of Civil …, 2019 - ijspm.vgtu.lt
Selecting a suitable construction project is a significant issue for contractors to decrease
their costs. In real cases, the imprecise and uncertain information lead to decisions made …

[HTML][HTML] Coherent conditional previsions with respect to inner and outer Hausdorff measures to represent conscious and unconscious human brain activity

S Doria - International Journal of Approximate Reasoning, 2023 - Elsevier
Coherent upper and lower conditional probabilities defined by Hausdorff outer and inner
measures are proposed to represent respectively the unconscious and conscious activities …

Evaluating construction projects by a new group decision-making model based on intuitionistic fuzzy logic concepts

H Gitinavard, SM Mousavi - International Journal of Engineering, 2015 - ije.ir
Select an appropriate project is a main key for contractors to increase their profits. In
practice, in this area the uncertainty and imprecise of the involved parameters is so high …

Coherent upper conditional expectations defined by fractal measures and the probabilistic representation of quantum states

S Doria, B Selmi - Fluctuation and Noise Letters, 2024 - ui.adsabs.harvard.edu
Coherent upper conditional expectations are introduced through fractal outer measures to
consider conditioning events that have zero probability with respect to the initial probability …

Disintegration property of coherent upper conditional previsions with respect to Hausdorff outer measures for unbounded random variables

S Doria - International Journal of General Systems, 2021 - Taylor & Francis
In a metric space (Ω, d), coherent upper conditional previsions are defined by Hausdorff
outer measures on the linear space of all absolutely Choquet integrable random variables …

Interval-valued hesitant fuzzy method based on group decision analysis for estimating weights of decision makers

H Gitinavard, A Makui, A Jabbarzadeh - Journal of Industrial and Systems …, 2016 - jise.ir
In this paper, a new soft computing group decision method based on the concept of
compromise ratio is introduced for determining decision makers (DMs)'weights through the …

[HTML][HTML] Envelopes of conditional probabilities extending a strategy and a prior probability

D Petturiti, B Vantaggi - International Journal of Approximate Reasoning, 2017 - Elsevier
Any assessment formed by a strategy and a prior probability is a coherent conditional
probability and can be extended, generally not in a unique way, to a full conditional …

On the disintegration property of coherent upper conditional prevision defined by the Choquet integral with respect to its associated Hausdorff outer measure

S Doria - Annals of Operations Research, 2017 - Springer
Abstract Let (\varOmega, d)(Ω, d) be a metric space where\varOmega Ω is a set with positive
and finite Hausdorff outer measure in its Hausdorff dimension and let\mathbf BB be a …

An interval-valued hesitant fuzzy TOPSIS method to determine the criteria weights

R Tavakkoli-Moghaddam, H Gitinavard… - Outlooks and Insights on …, 2015 - Springer
In a multi-criteria group decision analysis, numerous methods have been developed and
proposed to determine the weight of each criterion; however, the group decision methods …