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Nicanor Quijano

Researcher at University of Los Andes

Publications -  178
Citations -  2884

Nicanor Quijano is an academic researcher from University of Los Andes. The author has contributed to research in topics: Population & Replicator equation. The author has an hindex of 27, co-authored 162 publications receiving 2292 citations. Previous affiliations of Nicanor Quijano include Ohio State University.

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Modeling and real-time control of urban drainage systems: A review☆

TL;DR: In this article, the authors reviewed and discussed several techniques and strategies commonly used for the control of urban drainage systems and models to describe, simulate, and control the transport of wastewater in UDS.
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Dynamic Population Games for Optimal Dispatch on Hierarchical Microgrid Control

TL;DR: This paper presents a hierarchical microgrid management system using task sharing and an evolutionary game theory based dispatch strategy as a coordination algorithm to integrate the three main control levels needed for microgrid operation, which can be considered as a distributed intelligent system.
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The Role of Population Games and Evolutionary Dynamics in Distributed Control Systems: The Advantages of Evolutionary Game Theory

TL;DR: This work addresses the main challenges for large-scale distributed systems, such as the amount of information needed to guarantee the proper operation of the system, the economic costs associated with the required communication structure, and the high computational burden of solving for the control inputs for largescale systems.
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A Population Dynamics Approach for the Dispatch of Distributed Generators

TL;DR: A replicator dynamics strategy for dynamic resource allocation in the dispatch of distributed generators in a microgrid is presented and a market multiagent-based scheme is adapted.
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Distributed Population Dynamics: Optimization and Control Applications

TL;DR: This work extends the concept of population dynamics for nonwell-mixed populations in order to deal with distributed information structures that are characterized by noncomplete graphs and proves mass conservation and convergence to Nash equilibrium.