Special Session
Special Session on
Computational Methods in Control Theory and Differential Equations -
CMCTDE
2021
6 - 8 July, 2021
Within the 18th International Conference on Informatics in Control, Automation and Robotics - ICINCO 2021
* CANCELLED *
CHAIR
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Carlos Argáez
University of Iceland
Iceland
https://notendur.hi.is/carlos/
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Brief Bio
Carlos Argáez got his PhD degree in mathematics from the Dublin Institute of Technology, Ireland by analysing nonlinear equations in the quantum theory of chemistry. Since then, he has participated in applied research regarding nonlinear systems. First studying the general numerical algorithms required to solve problems in computational chemistry, specially to obtain reaction energies, and currently in nonlinear systems arriving from dynamical systems described by ODE under the Lyapunov theory.
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SCOPE
Mathematical research allows constructing new algorithms to solve traditionally difficult problems. In this regard, Dynamical systems are an important topic in applied science whose study had previously numerical limitations.
In Control Theory, Dynamical Systems described by Autonomous Ordinary Differential Equations are commonly used. Computational research has allowed the construction of Lyapunov functions with small computational effort by solving a PDE associated to the Lyapunov function of a dynamical system. Further research allows describing their components: The orbits that represent the sections of the function in which the system has a constant behaviour and the gradient-like flow in which the system is dynamic.
Applications of such function can be found in sciences as biology and in many engineering applications. Research and contributions on differential equations are important to offer stronger approaches to the perfect description of a dynamical system.
TOPICS OF INTEREST
Topics of interest include, but are not limited to:
- Computational Mathematics
- Control Theory
- Lyapunov Theory
- Dynamical Systems Described by Differential Equations
- Numerical Approach of Differential Equations
IMPORTANT DATES
Paper Submission:
May 6, 2021
Authors Notification:
May 20, 2021
Camera Ready and Registration:
May 31, 2021
Special Session Program Committee
PAPER SUBMISSION
Prospective authors are invited to submit papers in any of the topics listed above.
Instructions for preparing the manuscript (in Word and Latex formats) are available at: Paper Templates
Please also check the Guidelines.
Papers must be submitted electronically via the web-based submission system using the appropriated button on this page.
PUBLICATIONS
After thorough reviewing by the special session program committee, all accepted papers will be published in a special section of the conference proceedings book - under an ISBN reference and on digital support - and submitted for indexation by SCOPUS, Google Scholar, The DBLP Computer Science Bibliography, Semantic Scholar, Microsoft Academic, Engineering Index (EI) and Web of Science / Conference Proceedings Citation Index.
SCITEPRESS is a member of CrossRef (https://www.crossref.org/) and every paper is given a DOI (Digital Object Identifier).
All papers presented at the conference venue will be available at the SCITEPRESS Digital Library