MIGUEL ÁNGEL LÓPEZ GUERRERO

Dr. MIGUEL ÁNGEL LÓPEZ GUERRERO

Polytechnic School of Cuenca, Department of Mathematics, University of Castilla-La Mancha, 16071 Cuenca, Spain
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Research Focus & Metrics

Academic Career Length

30Years (1997-Present)

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

Representative Publications

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5 April 2020 in Symmetry
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HCHeng Chen
Heng Chen
Shaobo HeShaobo He
Shaobo He
AAAna Dalia Pano Azucena
Ana Dalia Pano Azucena
AYAmin Yousefpour
Amin Yousefpour
HJHadi Jahanshahi
Hadi Jahanshahi
RMRaul Alcaraz Martinez
Raul Alcaraz Martinez
In the present work, a new nonequilibrium four-dimensional chaotic jerk system is presented. The proposed system includes only one constant term and has coexisting and hidden attractors. Firstly, the dynamical behavior of the system is investigated using bifurcation diagrams and Lyapunov exponents. It is illustrated that this system either possesses symmetric equilibrium points or does not possess an equilibrium. Rich dynamics are found by varying system parameters. It is shown that the system enters chaos through experiencing a cascade of period doublings, and the existence of chaos is verified. Then, coexisting and hidden chaotic attractors are observed, and basin attraction is plotted. Moreover, using the multiscale C0 algorithm, the complexity of the system is investigated, and a broad area of high complexity is displayed in the parameter planes. In addition, the chaotic behavior of the system is studied by field-programmable gate array implementation. A novel methodology to discretize, simulate, and implement the proposed system is presented, and the successful implementation of the proposed system on FPGA is verified through the simulation outcome. Finally, a robust sliding mode controller is designed to suppress the chaotic behavior of the system. To deal with unexpected disturbances and uncertainties, a disturbance observer is developed along with the designed controller. To show the successful performance of the designed control scheme, numerical simulations are also presented.

1 January 2019 in Applied Mathematics and Nonlinear Sciences
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JRJuan Pedro Ruiz-Fernández
Juan Pedro Ruiz-Fernández
JBJavier Benlloch
Javier Benlloch
MIGUEL ÁNGEL LÓPEZ GUERREROMIGUEL ÁNGEL LÓPEZ GUERRERO
MIGUEL ÁNGEL LÓPEZ GUERRERO
NVNelia Valverde-Gascueña
Nelia Valverde-Gascueña
The objectives in each construction process can be multiple. However, the constructions have to be carried out under some restrictions concerning price and terms. They constitute some strategic and interdependent goals. In other words, “time is money”. Several papers support that seasonal effects influence the execution rate of construction. Thus, most of them try to improve the forecasts by evaluating and joining them to the planning, although always measuring their influence indirectly. In this paper, we suggest a methodology to directly measure the influence of the seasonal factors as a whole over the earned value of construction. Additionally, we apply it to a certain case study regarding the subsidised housing of public promotion in the Castilla-La Mancha region (Spain). It is worth mentioning that our results are clarified: we have calculated the average monthly production for each month a year with respect to the annual monthly mean. Moreover, the differences regarding the average monthly production we have contributed are quite significant, and hence they have to be taken into account for each earned value forecast so that a project becomes reliable.

1 October 1997 in Physics Letters A
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Ricardo ChacónRicardo Chacón
Ricardo Chacón
FBF. Balibrea
F. Balibrea
MIGUEL ÁNGEL LÓPEZ GUERREROMIGUEL ÁNGEL LÓPEZ GUERRERO
MIGUEL ÁNGEL LÓPEZ GUERRERO

1 January 2017 in Open Physics
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CMCarmen Mota
Carmen Mota
MIGUEL ÁNGEL LÓPEZ GUERREROMIGUEL ÁNGEL LÓPEZ GUERRERO
MIGUEL ÁNGEL LÓPEZ GUERRERO
AMArturo Martinez-Rodrigo
Arturo Martinez-Rodrigo
In the last twenty years, the implementation of High-Speed Rail (HSR) has been one of the major strategies for territorial structuring used by various countries. This model has enhanced the development of countries such as France, Spain, Germany and Japan. At present, the United States and China are also starting to implement this model. Nevertheless, the lack of social and economic profitability of several networks is being increasingly analysed. Many networks located in particular regions serve populations that are not large enough to recover the initial investment. For this reason, it is necessary to evaluate the population served by this transport mode, beyond the number of users. In this sense, it is essential to identify the deficiencies and potentials of implementing a network linked to other secondary networks in a specific territory which can compensate for the so-called tunnel effect. This article proposes to apply a mathematical approach based on graph theory to measure the Degree Accessibility Node (DAN) in a constrained Geographic Information System (GIS) model. Hence, it would be possible to compare regions, especially medium-sized cities, where the implementation of HSR could represent a qualitative leap due to incorporation into large transport networks. The DAN function uses static and dynamic studies to evaluate the level of connection of stations to secondary transport networks—local public transport in this case. Thus, the impact of high-speed trains could be spread to greater territorial and population ranges. Four cases have been studied, two in Germany (one of them, Fulda, is analysed in depth throughout this article) and two in Spain. These two countries were selected since HSR was implemented in the same relative period of time, in comparison with other European countries. Results show relevant differences, suggesting a review of inappropriate policies of transport integration in a city that could weaken the expansion of the positive effects of HSR integration.

12 October 2012 in Journal of Mathematical Chemistry
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MIGUEL ÁNGEL LÓPEZ GUERREROMIGUEL ÁNGEL LÓPEZ GUERRERO
MIGUEL ÁNGEL LÓPEZ GUERRERO
RMRaquel Martínez
Raquel Martínez

30 April 2005 in Chaos, Solitons & Fractals
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FBF. Balibrea
F. Balibrea
Ricardo ChacónRicardo Chacón
Ricardo Chacón
MIGUEL ÁNGEL LÓPEZ GUERREROMIGUEL ÁNGEL LÓPEZ GUERRERO
MIGUEL ÁNGEL LÓPEZ GUERRERO