Virgilio Lopez_Morales

Dr. Virgilio Lopez_Morales

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Research Focus & Metrics

Academic Career Length

22Years (2005-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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15 November 2021 in International Journal of Automotive Technology
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Journal Article
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JRJulio C. Ramos-Fernández
Julio C. Ramos-Fernández
VLVirgilio Lopez_Morales
Virgilio Lopez_Morales
MMMarco A. Márquez-Vera
Marco A. Márquez-Vera
JPJuan Manual Xicotencatl Pérez
Juan Manual Xicotencatl Pérez
JSJoel Suarez-Cansino
Joel Suarez-Cansino
PÉPérez
Pérez

1 October 2005 in Journal of Intelligent Manufacturing
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Journal Article
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VLVirgilio Lopez_Morales
Virgilio Lopez_Morales
OLOmar López-Ortega
Omar López-Ortega

13 June 2008 in Journal of Intelligent Manufacturing
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Journal Article
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OLOmar López-Ortega
Omar López-Ortega
VLVirgilio Lopez_Morales
Virgilio Lopez_Morales
IVIsrael Villar-Medina
Israel Villar-Medina

5 July 2015
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Book Chapter
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VLVirgilio Lopez_Morales
Virgilio Lopez_Morales
YOYACINE OUZROUT
YACINE OUZROUT
TMThitiya Manakitsirisuthi
Thitiya Manakitsirisuthi
ABAbdelaziz Bouras
Abdelaziz Bouras

12 June 2024 in International Journal of Fuzzy Systems
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Journal Article
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AAAdrián Alberto-Rodríguez
Adrián Alberto-Rodríguez
VLVirgilio Lopez_Morales
Virgilio Lopez_Morales
Julio Cesar Ramos-FernándezJulio Cesar Ramos-Fernández
Julio Cesar Ramos-Fernández

27 November 2018 in Information
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Journal Article
Open access
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VLVirgilio Lopez_Morales
Virgilio Lopez_Morales
In commercial organizations operations, frequently some dynamic events occur which involve operational, managerial, and valuable information aspects. Then, in order to make a sound decision, the business professional could be supported by a Multi Criteria Decision-Making (MCDM) system for taking an external course of action, as, for instance, forecasting a new market or product, up to an inner decision concerning for instance, the volume of manufacture. Thus, managers need, in a collective manner, to analyze the actual problems, to evaluate various options according to diverse criteria, and finally choose the best solution from a set of various alternatives. Throughout these processes, uncertainty and hesitancy easily arise, when it comes to define and judge criteria or alternatives. Several approaches have been introduced to allow Decision Makers (DMs) to deal with. The Interval Multiplicative Preference Relations (IMPRs) approach is a useful technique and the basis of our proposed methodology to provide reliable consistent and in consensus IMPRs. In this manner, DMs’ choices are implicitly including their uncertainty while maintaining both an acceptable individual consistency, as well as group consensus levels. The present method is based on some recent results and an optimization algorithm to derive reliable consistent and in consensus IMPRs. In order to illustrate our results and compare them with other methodologies, a few examples are addressed and solved.