PHONE NUMBER :

+216 98 426 224

EMAIL ADDRESS :

icfca@icofca.com

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ICFCA

CONFERENCE

All accepted and presented papers at the International Conference on Fractional Calculus and Applications will be published in the prestigious Springer Proceedings in Mathematics & Statistics

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Discover the forefront of research and innovation in the field of Fractional Calculus! The International Conference on Fractional Calculus and Applications is a premier gathering of scholars, researchers, and professionals from around the world, dedicated to advancing knowledge and fostering collaboration in this rapidly evolving discipline.

WHERE IS THE EVENT :

Sousse - Tunisie

WHEN IS THE EVENT :

From December 26, 2024, to December 30, 2024

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Key Highlights:

Dates:

From December 26, 2024, to December 30, 2024.

Location:

 Sousse – Tunisia

Theme:

Exploring New Frontiers in Fractional Calculus and its Diverse Applications

Conference Objectives:

  • Explore the latest advancements in Fractional Calculus and its broad spectrum of applications.
  • Foster interdisciplinary collaborations among researchers and professionals.
  • Provide a platform for knowledge exchange and insightful discussions.
  • Facilitate networking opportunities within the Fractional Calculus community.

Why Attend?

  • Engage with leading experts and pioneers in the field.
  • Present your research and findings to an international audience.
  • Stay updated on cutting-edge developments in Fractional Calculus.
  • Connect with peers and establish valuable collaborations.

Topics:

This conference will cover significant advances in fractional calculus, specifically :  

  • Fractional Differential Equations
  • Fractional Partial  Differential Equations
  • Theory of existence and uniqueness of solutions
  • Stability analysis
  • Boundary value problems
  • Inverse problems
  • Fractional Control Systems
  • Applications in Physics, Engineering, Biology, and more.

Important Dates:

  • Paper Submission Deadline: July 31, 2024.
  • Notification of Acceptance: October 31, 2024.
  • Registration Deadline: November 1, 2024.

31 OCT, 2024

TUESDAY

31 JUIL, 2024

WEDNESDAY

Nov 1, 2024

FRIDAY

Join us in Sousse- Tunisia or Virtually via Google Meet!

Whether you plan to attend in person or virtually, we welcome you to be part of this dynamic and enriching conference. Stay tuned for more updates on the program, speakers, and special events.

The International Conference on Fractional Calculus and Applications is organized, supported, and sponsored by the following institutions :

Please do not hesitate to reach out to us should you have any inquiries or concerns.

GET IN TOUCH

CONTACT US FOR FURTHER INFORMATION

If you have any questions or inquiries regarding the conference, please feel free to contact us using the information below:

Mail

icfca@icofca.com

Phone

+216 98 426 224

Welcome to ICFCA 2024

Exploring the Frontiers of Fractional Calculus: Join Us at ICFCA 2024!
Registration information

Prof. Dumitru Baleanu

Dumitru Baleanu, Department of Computer Science and Mathematics, Lebanese American University, Beirut, Lebanon, e-mail:dumitru.baleanu@lau.edu.lb

Dumitru Baleanu is a Professor at the Department of Computer Science and Mathematics, Lebanese American University, Beirut, Lebanon. Dumitru Baleanu got his  PhD from the Institute of Atomic Physics in 1996. His fields of interest include the  fractional dynamics and its applications, fractional differential equations and their applications, discrete mathematics, image processing, bio-informatics, mathematical biology,  mathematical physics, soliton theory, Lie symmetry, dynamic systems on time scales, computational complexity, the wavelet method and its applications, quantization of systems with constraints, the Hamilton-Jacobi formalism, geometries admitting generic and non-generic symmetries. Dumitru  is a pioneer of the fractional variational principles and their applications in control theory. He is one of the co-authors of the seminal paper entitled “Anomalous diffusion expressed through fractional order differential operators in the Bloch-Torrey equation”, published in Journal of  Magnetic Resonance  (2008),which  plays now a fundamental role within diffusion weighted MRI. Dumitru  had an important role in developing the non-singular  operators with Mittag-Leffler kernels and their applications in real world phenomena.

Dumitru Baleanu is co-author of more than 20 books published by Springer, Elsevier and World Scientific. His H index is 100. Dumitru Baleanu won the following prestigious awards:

–             2023- Award Grigore Moisil given by the Romanian Academy

–          2020-Best Research Award, given by the ITSR Foundation Award 2020  (organized by Institute of Technical and Scientific Research, India) and presented online on  September 13th, 2020.

–          2020- Distinguished Researcher Award, Given by the Jaipur Mathematical Society and presented during  the 3rd International Conference on Mathematical Modelling, Applied Analysis and Computation (ICMMAAC-20),7-9 August 2020 at JECRC University,Jaipur, India

–          2019-Award for 20 years of successful scientific activity in the field of fractional calculus and its applications by Istanbul Gelisim University, Turkey

–          2019- Obada Prize. The Obada-Prize recognizes and encourages innovative and interdisciplinary research that cuts across traditional boundaries and paradigms. It aims to foster universal values of excellence, creativity, justice, democracy, and progress and to promote the scientific, technological and humanistic achievements that advance and improve our world.

  • 2018-ICFDA2018 Award:Innovation in Fractional Calculus. This award is granted to inventors of new patents which address major problems and have a great perspective by use of fractional calculus in real World appplications

Dumitru is the Editor in Chief of Progress in Fractional Differentiation and Applications and he is a Co-editor in Chief of  Discontinuity, Nonlinearity and Complexity. Dumitru Baleanu is member of several editorial boards of journals inxed in SCI.