Sessions - Minisymposia

Procedures for the approval of a proposal for a Session-Workshop or Minisymposium

The organizer must provide:
1. A proposal for the organization of a Session-Workshop or Minisymposium.
2. A small description of his/her proposal (no more than 150 words).
3. A short CV.
4. Information about the procedures which will be followed for the promotion of that Session-Workshop or Minisymposium (the organizer is responsible for the promotion).
5. His/her full affiliations along with an e-mail adress for the submission of papers on the subject of the Session-Workshop or Minisymposium.

Attention Note: The maximum number of papers per author is four (4)

After the approval, the organizer will be the person responsible for the selection of the papers.

The papers must be sent to the ICNAAM Secretariat until 26 July 2020.

In the Proceedings of ICNAAM 2020 the Sessions-Workshops and Minisymposia will lie in a separate section of the Volume with a Preface created by the organizer. Occasionally, the organizer must inform us about the participation of his/her Session. If a Session consists of at least 6 registrations, the organizer will be granted free registration for ICNAAM 2020. If a Symposium consists of at least 10 registrations, the organizer will be granted free registration and have a part of the accomodation expenses covered.

If a participant wants to send a paper to a Symposium mentioned below, please use the e-mail address(es) of the organizer(s).





1) Title: The 16th International Symposium on Numerical Analysis of Fluid Flows, Heat and Mass Transfer - Numerical Fluids 2021

Organizer: Prof. Dr. Dia Zeidan, School of Basic Sciences and Humanities, German Jordanian University, Amman, Jordan



This symposium series started in Crete, Greece, in 2006 chaired by Professor Pawel Kosinski of the University of Bergen, Norway. The symposium is associated with the annual edition of the ICNAAM since 2006. It represents one of the largest and most successful activities of ICNAAM with a strong commitment to research and development within the academic community. Since its start, the focus of the symposium is numerical mathematics for fluid flow problems and related topics.

Topics of interest include, but not limited to:

  • formulation, identification and resolution of multidimensional fluid flows, heat and mass transfer
  • numerical methods for fluid flows including heat and mass transfer and chemical reactions
  • multi-phase fluid flow problems
  • non-Newtonian flows
  • free surface, environmental and geophysical flows
  • population balance modelling, optimization and control
  • agglomeration, breakup and collision
  • polymer processing
  • shock waves, combustion and explosions
  • biological fluid flows
  • granular and porous media
  • renewable and non-renewable energies
  • microfluidics and nanofluidics
  • supercritical fluids and processes
  • fluid-structure interactions
  • multiphysics involving fluid flows and other applications
  • turbulence and phase interaction in fluid dynamics
  • mathematical methods for fluid flows, heat and mass transfer
  • boundary value problems for differential equations in fluids
  • application of fractional calculus to fluid flows, heat and mass transfer
  • engineering applications of fluid dynamics, heat and mass transfer
  • experimental measurements and numerical modelling of the fluid flows, heat and mass transfer



2) Title: The Eleventh Symposium on Advanced Computation and Information in Natural and Applied Sciences

Organizer: Dr. rer. nat. Claus-Peter Rückemann, Westfälische Wilhelms-Universität Münster (WWU) and DIMF and Leibniz Universität Hannover


This Symposium on Advanced Computation and Information in Natural and Applied Sciences focusses on architectures and methods for high end computational and numerical applications.
Information science, up to date scientific computing and information systems (software engineering, communication, and architectures), and information and knowledge focussed approches are indispensable tools
for progress in various scientific fields.

We invite scientists and engineers from academia and industry designing, using, and implementing computation and information systems, information science based methodologies and methods, High Performance Computing, Cloud Computing, and Distributed Computing for scientific research, engineering, education, and future internet applications.

Authors are invited to submit original unpublished results which are not under review in any other conference or journal, to the peer review for publication and presentation, in the following, but not limited to, the following topic areas of this symposium.

 * Information science
 * Large scale and fast computation
 * Information and computing systems
 * Advanced software engineering, intelligent and autonomous systems
 * Software engineering for high end systems and applications
 * Supercomputing, High Performance Computing (HPC), Exascale
 * High End Computing (HEC), Cloud Computing, Grid Computing, distributed systems
 * Services computing
 * Database applications
 * Information and data processing
 * Integrated frameworks for information and computation
 * Knowledge- and data-centric approaches
 * Efficient algorithms, Parallelisation of algorithms and applications
 * Big data, large scale data storage, management, and visualisation
 * Parallel algorithms, MPI, OpenMP, shared Memory
 * Optimisation, data structures and highly performance codes
 * Programming languages, tools for parallelisation

 * Advanced applications and algorithms
 * Multi- and inter-disciplinary frameworks and approaches
 * Epistemological fundaments, theory and practice
 * Computer science, natural sciences, geosciences, planetology
 * Prehistory, archaeology, archaeo information science
 * Geoprocessing, georeferencing, spatial sciences
 * Mathematical and numerical algorithms
 * Life sciences, medical applications
 * Simulation and modelling, genetic algorithms
 * Scientific data processing
 * Advanced scientific computing
 * Computation frameworks and tools
 * Methodological and practical contributions
 * Knowledge complements (factual, conceptual, procedural, metacognitive)
 * Knowledge resources, creation, mining, documentation, and development
 * Knowledge-based systems, education, e-Learning, and e-Science
 * Documentation, classification (UDC), resources, and evaluation context

 * Networks and systems communications
 * Future Internet broadband services and applications
 * Resources and object certification, public key infrastructures
 * Knowledge and data integrity
 * Privacy and anonymity
 * Networks/systems measurement, control and management, simulation and emulation
 * Performance measurement
 * Web services and performance
 * Applications and benchmarking
 * Quality of Service, Data, and Context (QoS / QoD / QoC), auditing, assessment, governance
 * Legal informatics, technical-legal context, science and Open Access
 * e-Commerce, accounting, pricing and billing
 * Use of distributed compute and storage resources
 * Energy consumption and management
 * Energy-aware mechanisms and energy-efficient technology for operation, control, and management
 * Configuration, reuse of software components
 * Resource allocation and management
 * System and data security; Communication visualisation

Deadline for submitting your fully formatted 4 page paper for peer review: May 12, 2021 (final date).

Deadline for improved paper and sources: June 24, 2021 (final date).

Other deadlines and relevant information, e.g., regarding registration, can be found in the section of Dates of Importance, at

3) Title: Recent Advances and Current Research on the Difference Equations and its Applications

Organizer: Professor Dr. Seifedine Kadry, Department of Mathematics and Computer Science, Beirut Arab University, Lebanon and Professor Dr. Abdelkhalak EL HAMI, LOFIMS Laboratory, INSA de Rouen, France



Difference Equation or discrete dynamical system is a very interesting subject because they are central to the analysis of many models of dynamic programming and we can derive many complex behavior based on simple formulation.

The aim of this symposium is to discuss the new developments in the field of difference equations, and their applications.

Topics of interest include but not limited to:

  • Solution of the difference equation and its behavior,
  • equilibrium or critical value and stability
  • general theory of difference equations
  • random difference equations
  • iteration theory
  • bifurcation theory
  • mathematical biology
  • control theory
  • chaotic dynamics
  • complex dynamics
  • iterated function systems
  • numerical approximations
  • discretization of differential equations
  • dynamic equations on time scales
  • discrete equations and inequalities
  • discrete transformations
  • functional equations
  • orthogonal polynomials
  • stochastic processes
  • industrial mathematics
  • mathematical engineering
  • discrete models
  • applications in economics, physics and other disciplines
  • difference-differential equations
  • computational linear algebra
  • combinatorics
  • evolutionary game theory

4) Title: 10th Symposium on Generating Functions of Special Numbers and Polynomials and their Applications (GFSNP2021)

Organizer: Prof. Dr. Yilmaz SIMSEK, AKDENIZ UNIVERSITY FACULTY OF SCIENCE DEPARTMENT OF MATHEMATICS 07058, ANTALYA TURKEY, Tel: ++90 242 310 23 43, Fax:+ +90242227 89 11




The goal of the symposium GFSNP2021 (   is to bring together all the researchers working in various fields of Mathematics, Applied Mathematics, Mathematical Physics and related areas such as Analysis, Non-linear Analysis, Number Theory, Applied Algebra, p-adic Analysis, Special Functions, q-Analysis, Probability and Statistics, Mathematical Engineering and their applications. Our main aim is also to bring together theoretical, numerical and applied analysts, number theorists, (quantum) physicists working in the areas of generating functions of the special numbers and polynomials and their applications.  All of the participants will likely lead to significant uncover new connections on these fields which are families of special numbers and polynomials, the others, and also families of zeta functions, and L-functions.

AIP Proceedings Book in addition to Abstracts and Program Book with ISBN number

Firstly, your abstracts (at most two-pages) will be published Abstracts and Program Books(with ISBN number) which will be given to you at registration desk. Secondly, extended abstracts will be published in a Special Volume of the world-renowned AIP Conference Proceedings which is indexed by Web of Science. On the other hand, the American Institute of Physics (AIP) Conference Series is a very well known series of Conference Proceedings, which is included in the leading databases of scientific & engineering literature including Inspec, Scitation, Web of Science (WOS)-ISI Web of Knowledge, MathSciNet, Scopus, Scirus, Google Scholar, etc.

We note that the Volumes of AIP Conference Proceedings are immediately available online at the WOS. 

Procedure, Guidelines and Checklist for the preparation and submission of a paper for the Proceedings of ICNAAM 2021 can be found in the following link:


IN ORDER TO REGISTER ICNAAM2020:                                                                          

For referee process, please send your abstracts (at most 2 pages) for Abstracts and Program Book (with ISBN number) and also your extended abstracts (3-4 pages) for AIP Proceeding Book to the following e-mail address:


5) Title: 5th Symposium on Nonlinear Partial and Fractional Differential Equations and their Applications

Organizer: Dr. Hasibun Naher, Associate Professor of Mathematics, Department of Mathematics and Natural Sciences, Brac University, 66 Mohakhali, Dhaka-1212, Bangladesh.;

Short Description of Symposium: The symposium is devoted to gather students, academicians, researchers, industry expects, policy makers and professionals all over the world to carry on further research and highlight recent advances in the fields of applied mathematics that use Nonlinear Partial Differential Equations and Fractional Differential Equations.

The main aim of this symposium is to cover multidisciplinary aspects: new methodologies, solutions of above equations in science, engineering and biology and their numerical representations and applications.

The main areas of this symposium are as:

·         Ordinary Differential Equations (DEs)

·         Partial Differential Equations (PDEs)

·         Fractional Differential Equations (FDEs)

·         Mathematical Biology

·         Neuroscience

·         Tsunami Simulations

·         Storm Surges

·         Generate New Solutions and Their Applications

·         Mathematical Statistics

But the topics are not limited to the mentioned above.