Planned Sessions and Symposia

We invite proposals for organizing Sessions, Workshops, and Minisymposia at ICNAAM 2025.

To submit a proposal, the organizer must provide the following:

  1. Title of the Session, Workshop, or Minisymposium: Clearly state the title.
  2. Description: A brief overview of the proposed topic (not exceeding 150 words).
  3. Organizer Information: Name, affiliation, mailing address, and email address(es) of the proposer(s).
  4. Promotional Strategy: A summary of the methods that will be used to promote the Session, Workshop, or Minisymposium, as the organizer is responsible for advertising.
  5. CV: A short curriculum vitae of the organizer.

Important Note: Each author may submit a maximum of four (4) papers.

Upon approval of the proposal, the organizer will be responsible for selecting the papers for presentation. All accepted papers must be submitted to the ICNAAM Secretariat by July 30, 2025.

  • If a Session consists of at least 6 fully paid physical registrations, the organizer will receive free registration for ICNAAM 2025.
  • For Workshops or Minisymposia with at least 15 fully paid physical registrations, the organizer will receive free registration and partial coverage of accommodation expenses.

For more details on organizing Sessions, Workshops, or Minisymposia, including responsibilities and submission procedures, please refer to the Call for Sessions page.

If you wish to submit a paper to any of the planned Sessions or Symposia, please use the email address(es) of the respective organizer(s).

Planned Sessions and Symposia

43) Title: Unveiling the Mathematical Marvels: Exploring Differential and Integral Equations for Multivariate Hermite-Frobenius-Genocchi Polynomials. 
Organizers: Khalid Aldawsari, Department of Mathematics, College of Sciences and Humanities, Prince Sattam bin Abdulaziz University

Email: k.aldawsari@psau.edu.sa

 In this article, a novel family of multi-variate Hermite-Frobenius-Genocchi polynomials is constructed and its several characterizations are observed. The properties of these polynomials, such as recurrence relations and shift operators, are investigated. Differential equations, partial differential equations, and integrodifferential equations satisfied by these polynomials are derived using the factorization method. Additionally, the Volterra integral equation is derived for these multivariate Hermite-Frobenius-Genocchi polynomials, which enhances the understanding and application of the factorization method in physics and engineering. 

44) Title: The Eighth Symposium on Methods of Nonlinear Mathematical Physics
Organizer: PhD, Sc. Dr., Professor Nikolay A. Kudryashov, National Research Nuclear
University MEPhI (Moscow Engineering Physics Institute), Moscow, Russian Federation.

E-mail: nakudr@gmail.com

Description:
This Symposium on Methods of Nonlinear Mathematical Physics focuses on analytical methods for investigation of both nonlinear partial and ordinary differential equations including certain mathematical models. We invite scientists developing and applying methods of nonlinear mathematical physics.
Topics of interest include, but not limited to:
 analytical solutions of nonlinear differential equations;
 integrable systems;
 Painleve analysis and Painleve equations;
 delay differential equations;
 special solutions of nonlinear differential equations;
 nonlinear special polynomials;
 symmetries of nonlinear differential equations;
 mathematical modeling and mathematical models;
 dynamic chaos theory;
 point vortex theory.

45) Title: Symposium on Advanced Systems Analysis and Information Systems Development 

Organizers: Prof. Dr. Alexander M. Tarasyev, Krasovskii Institute of Mathematics and Mechanics of the Ural Branch of the Russian Academy of Sciences, Yekaterinburg, Russian Federation. 
Assoc. Prof. Dr. Alexander A. Tarasyev, Ural Federal University named after the first President of Russia B.N. Yeltsin, Yekaterinburg

Email: tam@imm.uran.ru

The scope of symposium is to bring together researchers from the scientific fields of Systems Analysis and development of Information Systems and to provide an effective feedback from this collaboration. It is supposed that the papers of the symposium will be devoted to following topics: dynamic optimisation, optimal control of nonlinear systems, dynamic games, application of systems analysis to modelling of economic processes, models of behavioural economics, models of economic growth, information systems development. The main focus will be on important applications of systems analysis and the theory of information systems in modelling of sustainable economic development. The presentations may be given online.

46) Title: “Fuzzy Logic with Engineering Applications – V”

Organizers: Avrilia Konguetsof 1,a) and Basil Papadopoulos 2,b)
1,2 Department of Civil Engineering, Building A’-Campus Xanthi-Kimmeria-67100, Democritus University of Thrace,Greece

Emails: a)Corresponding author: akogkets@civil.duth.gr, b) papadob@civil.duth.gr

In this session, the selected papers present research in the scientific field of Fuzzy Logic, which is a topic of mathematics rapidly evolving. Applications of Fuzzy Logic can be found in many areas of science and in real life, but also has a philosophical dimension.
The research work included in the session is based on modern trends in Fuzzy Logic, Fuzzy Statistics, and Statistics with engineering applications.

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