Recent Developments in Qualitative analysis of Nonlinear Dynamical Systems (Call for Paper)
Guest Editors:
Mathiyalagan Kalidass, Bharathiar University, India. E-mail: kmathimath@buc.edu.in
Jinde Cao, LSoutheast University, China. Email: jdcao@seu.edu.cn
Tae Hee Lee, Jeonbuk National University, South Korea. Email: thlee@jbnu.ac.kr
Mehmet Yavuz, Neemettin Erbakan University, Turkey. Email: M.Yavuz@exeter.ac.uk
Huiyan Zhang, Chongqing Technology and Business University, China. Email: huiyanzhang@ctbu.edu.cn
Mathematical modeling is a key tool in studying a diverse range of dynamical systems. Many real-world problems are often hard to model realistically since they are nonlinear and highly constrained and come with a wide range of disturbances, inaccuracies, etc. Complexity in the domain arises when the governing dynamic models are higher dimension, nonlinear and/or involve uncertainty when some variables are imperfectly observed. Additional challenges arise when feedback is limited, erroneous, or needs to be protected. However, with the increasing competitiveness in the real-world scenario, the mathematical models of such problems are getting more and more important. In order to deal with such cases, sophisticated optimization techniques are needed. The main ideas which are primarily oriented towards the optimization techniques in modeling, identification and control of systems. However, the more complex systems can be often dealt/tackled using numerical optimization techniques and algorithms.
In order to deal with these issues, sophisticated mathematical techniques are needed. The objective of this special issue is to explore the study aspects of recent developments in mathematical modelling, nonlinear and complex systems and their applications. Further the recent developments in methodologies, techniques, and applications in control and optimization techniques for real-world problems will be compiled. Proposed submissions should be original and should not have been submitted elsewhere for possible publication and describe novel ideas on the relevant topics which are scientifically sound, technically correct and provide valuable information to both mathematics and engineering community.
Potential topics include, but are not limited to the following areas:
• Complex dynamical systems
• Discontinuous systems
• Controllability analysis
• Stability problems
• Qualitative behaviors of dynamical systems
• Stochastic dynamical systems
• Fuzzy systems and its applications
• Networked control systems
How to submit:
All authors must follow DNC “Information for Authors” available at https://www.lhscientificpublishing.com/journals/DNC-Default.aspx, and submit their papers online at https://www.editorialmanager.com/dnc/default.aspx.
Important dates:
Initial submission of articles: July 15, 2025
Closing date for initial submission: December 31, 2025
Deadline for final decision notification: February 28, 2026
All papers submitted to the special volume will be peer-reviewed in accordance with the standard procedures of Discontinuity, Nonlinearity, and Complexity.
To prepare their manuscripts, authors are asked to closely follow the JEAM “Guide for Authors” at https://lhscientificpublishing.com/journals/DNC-Default.aspx. Authors should submit their papers via the journal's online submission system. Submitted papers should not have been previously published or be currently under consideration for publication elsewhere.
Papers must be written in good English. Authors with limitations in the command of written English are recommended to have their papers edited by a ‘Native English Scientific Editor’ before the first submission to DNC because poorly written pieces can compromise the decisions during the review process.
