Supplier Selection Using Interpolative Boolean Algebra and Logic Aggregation

@inproceedings{Mandic2014SupplierSU,
  title={Supplier Selection Using Interpolative Boolean Algebra and Logic Aggregation},
  author={Ksenija Mandic and Boris Delibasic},
  booktitle={IPMU},
  year={2014}
}
The interest of the decision makers in the selection process of suppliers is constantly growing as a reliable supplier reduces costs and improves the quality of products/services. This process is essentially reducible to the problem of multi-attribute decision-making. Namely, the large number of quantitative and qualitative attributes is considered. This paper presents a model of supplier selection. Weighted approach for solving this model was used combined with logical interactions between… 
2 Citations

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References

SHOWING 1-10 OF 15 REFERENCES

Combining boolean consistent fuzzy logic and ahp illustrated on the web service selection problem

TLDR
It is shown that the conventional and consistent fuzzy approaches could actually lead to different choices and an explanation is provided on the web service selection problem.

Logical aggregation based on interpolative boolean algebra

TLDR
In this paper aggregation is treated as a logical and/or pseudo-logical operation based on interpolative Boolean algebra (IBA), a real-valued ([0, 1]-valued) realization of Boolean algebra.

AGGREGATION FOR QUALITY MANAGEMENT

The problem relevant for quality management such as aggregation of many features into one representative is analyzed. Actually, in quality management practice, standard approaches to aggregation are

Interpolative Realization of Boolean Algebra as a Consistent Frame for Gradation and/or Fuzziness

TLDR
The possibility of new approach is illustrated on two examples: generalized preference structure and interpolative sets as consistent realization of idea of fuzzy sets as consistency realization of finite (atomic) Boolean algebra.

Models for Ranking Students: Selecting Applicants for a Master of Science Studies

TLDR
A series of models, each more complex than the previous one, which are aggregating more relevant factor for ranking are presented, based on Interpolative Boolean algebra (IBA), a consistent multi-valued realization of Boolean algebra.

Forging New Frontiers: Fuzzy Pioneers II

TLDR
The 2005 BISC International Special Event-BISCSE 05 'FORGING the FRONTIERS' was held in the University of California, Berkeley, where fuzzy logic began, from November 3 through 6, 2005, and provides a collection of forty four (44) articles in two volumes.

Interpolative relations and interpolative preference structures

Relations are very important mathematical objects in different fields of theory and applications. In many real applications, for which gradation of relations is immanent, the classical relations are

Logical measure: structure of logical formula

TLDR
The structure of logical and/or pseudo-logical formula is introduced and the Boolean algebra is defined on the set of all n-ary logical structures.

[0,1]-VALUED LOGIC: A NATURAL GENERALIZATION OF BOOLEAN LOGIC

TLDR
A new [0,1]-valued logic is presented in this paper, which can be seen as a basis of decision making and reasoning complementary to ''black and white'' reasoning.

Interpolative realization of Boolean algebra

  • D. Radojevic
  • Mathematics
    2006 8th Seminar on Neural Network Applications in Electrical Engineering
  • 2006
Classical (Aristotelian) two-valued realization of Boolean algebra is based on two-elements Boolean algebra as its homomorphism. So, calculus and/or arithmetic for two valued case is Boolean algebra