Conferences
Upcoming MDPI Conferences (0)
No conferences found for the selection.Upcoming Partner Conferences (2)
Porto, Portugal
The International Conference on Mathematical Analysis and Applications in Science and Engineering (ICMA2SC’24) will take place at the beautiful city of Porto, Portugal, on June 20th–June 22nd, 2024.
This conference is dedicated to the memory of Prof JA Tenreiro Machado, who passed away in October 2021.
Its aim is to bring together researchers from every discipline of applied mathematics, science, engineering, industry, and technology, to discuss the development of new mathematical models, theories, and applications that contribute to the advancement of scientific knowledge and practice.
We expect the authors to propose research including topics such as partial and ordinary differential equations, integer and fractional order equations, linear algebra, numerical analysis, operations research, discrete mathematics, optimization, control, probability, computational mathematics, amongst others.
The conference is designed to maximize the involvement of all participants and will present state-of-the-art research and the latest achievements.
The main topics include:
- Ordinary and Partial Differential Equations: Theory and Applications;
- Mathematical Modelling involving time fractional ODEs and PDEs;
- Integral Equations and Integral Transforms;
- Uncertainty Quantification in Mathematical Modelling;
- Control Theory, Optimization, and their Applications;
- Probability, Statistics, and Numerical Analysis;
- Inverse Problems: Modelling and Simulation;
- Computational Methods in Sciences and Engineering;
- Fractional Dynamic Systems and Applications;
- Fractional Signals and Systems;
- Singularities Analysis and Integral Representations for Fractional Differential Systems;
- Special Functions Related to Fractional Calculus;
- Applications in Biological Systems and Cancer Dynamics;
- Applications to Electrical Engineering, Electronics, Electromagnetism, Electrochemistry, Finance and Economics, Fractional Earth Science, Image Processing, Robotics, Automatic Control, Mechanics, Viscoelasticity, Thermal Engineering;
- History of Fractional Calculus;
- Mathematics Education.
Special Session #1
Impact of fractional calculus in modelling and control applications
Special Session #2
Mathematical Modeling of Biological Systems
Special Session #3
Advances in Computational Techniques for Medical Diagnostics and Treatment
Special Session #4
Fractional Signal Processing
Special Session #5
Difference & Differential Equations with Applications
Special Session #6
Computational Mathematics, Computational Statistics and Applications
Special Session #7
Fractional Modelling and Artificial Intelligence in biomedical/diseases
Special Session #8
Mathematics courses: Blackboard teaching or 21st-century teaching?
Special Session #9
Modeling with Differential and Difference Equations with Uncertainties
For more information, please refer to:
Bordeaux, France
The ICFDA is the largest event in the fractional calculus, held every two years since 2004. It offers the most up-to-date and complete view of Fractional Differentiation and its Applications, with the widest coverage of theoretical and application fields, and is attended by a worldwide audience of resaearchers and engineers from academia and industry. The congress program will include papers selected on the highest standard by the IPC, according to the IFAC guidelines, and published in Diamond Open Access in partnership with Elsevier in the IFAC-PapersOnline series, hosted on the ScienceDirect platform.
Download the Call for Paper in pdf.
Submission Instructions
Papers and all other proposals must be submitted electronically using the IFAC PaperPlaza conference manuscript management system: www.ifac.papercept.net. All submissions must be in PDF format, written in English, and prepared according to IFAC format, see: ifac.papercept.net/conferences/support/support.php.
Areas and Keywords
The fractional-order differentiation of arbitrary orders takes into account the memory effect of most systems. The order of the derivatives may also be variable, distributed or complex. Recently, fractional-order calculus became a more accurate tool to describe systems in various fields in mathematics, biology, chemistry, medicine, mechanics, electricity, control theory, economics, and signal and image processing.
Topics of interest include, but not limited to:
- Artificial Intelligence
- Automatic Control
- Biology
- Biomedical Engineering
- Earth Science
- Electrical Engineering
- Electronics
- Electromagnetism
- Electrochemistry
- Epidemics
- Finance and Economics
- Filtering
- General Fractional Calculus
- History of Fractional-Order Calculus
- Image Processing and Signal Processing
- Mathematical methods
- Mechanics
- Physics
- Robotics
- System identification
- Stability
- Singularities Analysis and Integral Representations
- Special Functions
- Thermal Engineering
- Variational Principles
- Viscoelasticity
- Wavelet
For more information, please refer to:
International Conference on Fractional Differentiation and its Applications - Sciencesconf.org
