☀️ Summer School Workshop II

🌟 Summer School Workshop II 🌟

As a prelude to the upcoming Summer School “Direct and Inverse Problems with Applications, and Related Topics” scheduled from August 19-23, 2024, we are delighted to host our second warming-up workshop.


Speakers and Topics:

  • Ali Taheri
    (University of Sussex, UK)
    Topic: Geometric and Functional Inequalities in Sobolev and Related Spaces
  • Julio Delgado
    (Universidad del Valle, Colombia)
    Topic: Nuclearity, Schatten-von Neumann classes and tensors of Hilbert spaces
  • Nurgissa Yesirkegenov
    (Institute of Mathematics and Mathematical Modeling, Kazakhstan)
    Topic: Cylindrical and hypoelliptic functional inequalities
  • Mohammed Sebih
    (Mustapha Stambouli University of Mascara, Algeria)
    Topic: On the q-analogue of Duhamel’s principle
  • Sofwah Ahmad
    (Khalifa University, United Arab Emirates)
    Topic: On the blowing up solutions of a system of fractional differential equations

📅 Dates & Times:

Friday, August 9, 2024
2:00 PM – 5:00 PM 🕑

📍 Location:

Lecture Room 3.2, Building S8, Campus Sterre 🏫

You can also follow the event via the following Zoom link:   https://us02web.zoom.us/j/83095584409?pwd=c3huaUhZcWFrZ2NNMU05Ujg4aUlWQT09


This workshop offers a great opportunity to explore complex mathematical challenges and techniques before the main Summer School event. Seize this chance to deepen your knowledge and connect with leading experts in the field.

We look forward to welcoming you! 😊

#SummerSchool2024 #MathematicsWorkshop #InverseProblems #PDEs #GeometricAnalysis

☀️ Summer School Workshop I

🌟 Summer School Workshop I 🌟

As a prelude to the upcoming Summer School “Direct and Inverse Problems with Applications, and Related Topics” scheduled from August 19-23, 2024, we are delighted to host a warming-up workshop.


Speakers and Topics:

  • Erkinjon Karimov
    (Fergana State University and Ghent University)
    Topic: Inverse problems on finding unknown time-moment for time-fractional mixed partial differential equations
  • Rommel Real
    (University of the Philippines Mindanao)
    Topic: On a heuristic rule for Landweber iteration in Banach spaces
  • Armen Vagharshakyan
    (Institute of Mathematics NAS, Armenia)
    Topic: On the history of polynomial inequalities
  • Vahideh Vahidifar
    (University of Sussex)
    Topic: An Overview of My Work on PDEs, Geometric Analysis, and Machine Learning

📅 Dates & Times:

Thursday, July 18, 2024
2:00 PM – 4:00 PM 🕑

📍 Location:

Lecture Room 3.1, Building S8, Campus Sterre 🏫


This workshop is an excellent opportunity to delve into complex mathematical problems and methodologies ahead of our main Summer School event. Don’t miss out on this chance to enhance your understanding and network with experts in the field.

We look forward to welcoming you! 😊

#SummerSchool2024 #MathematicsWorkshop #InverseProblems #PDEs #GeometricAnalysis

📢 The List of Speakers for the Summer School: “Direct and Inverse Problems with Applications, and Related Topics”

We are thrilled to announce the esteemed speakers for the upcoming summer school Direct and Inverse Problems with Applications, and Related Topics organized by the Ghent Analysis & PDE Center. Join us for a series of engaging lectures and discussions with the following distinguished experts:

Michael Anoussis
University of the Aegean, Greece

Hajer Bahouri
Sorbonne Université, France

Jean Dolbeault
Université Paris-Dauphine, France

Alessia Kogoj
Università di Urbino Carlo Bo, Italy

Mansur I. Ismailov
Gebze Technical University, Turkey

Cristiana Sebu
University of Malta, Malta

Bianca Stroffolini
University of Naples, Italy

Luis Vega
University of the Basque Country UPV/EHU, Spain

Baoxiang Wang
Jimei University, China

Bauer Wolfram
Leibniz Universität Hannover, Germany

Semyon Yakubovich
University of Porto, Portugal

📝 Note that the summer school will take place from August 19 to August 24, 2024. We look forward to your participation in this enlightening event. Stay tuned for further details on the schedule and registration process.

For more information, please visit the Ghent Analysis & PDE Center website.

#Mathematics #SummerSchool #GhentUniversity #Research #Education

Congratulations to Alibek and Meiirkhan!

Congratulations to Alibek Yeskermessuly and Meiirkhan Borikhanov for receiving the nomination of

The Best Teacher Kazakhstan 2023

Their exceptional contributions to university-level teaching are truly commendable, and we celebrate their dedication to education and the positive impact they have made on their students and colleagues. This nomination is a testament to their outstanding commitment to the field of education. It is evident that our group has had a positive impact on education.

Latin American Radio and TV Programs Highlight ICMAM Latin America’s Mission and Goals


On September 2, 2023, PriRadio TV, led by Benjamín Losada Posada, featured a compelling interview (link to this interview here!) with the team behind ICMAM Latin America. The interview provided an in-depth look at the organization’s objectives and its pivotal role in advancing mathematical research in Latin America and the Caribbean.

ICMAM Latin America is an organisation founded in 2020 at the University of Valle in Cali, that has rapidly evolved into a beacon of hope for the mathematical community in the region. This organisation has several projects supported by the ISAAC, the Ghent Analysis and PDE Center, the Mexican Mathematical Society, the Colombian Mathematical Society, the Metropolitan Autonomous University of Mexico, the University of Valle, and other Latin American Societies.

During the interview, the organization’s directors, Duván Cardona, Brian Grajales, and the ICMAM board member Yuriko Pitones shed light on their commitment to fostering collaboration among mathematicians in Latin America and beyond.

Key highlights of the interview included:

  1. Advancing Mathematical Research: ICMAM Latin America’s primary goal is to advance mathematical research in Latin America and the Caribbean. The organization accomplishes this through biennial conferences, research programs, and collaboration with renowned mathematical societies and institutions.
  2. Global Reach: Dr. Cardona and Dr. Grajales shared how ICMAM Latin America has expanded from its origins in Cali to involve more than 50 mathematicians from around the world. This global perspective underscores the organization’s commitment to facilitating interaction between young, emerging researchers and established international mathematicians.
  3. Gender Inclusivity: The interview emphasized ICMAM Latin America’s dedication to promoting gender inclusivity within the field of mathematics. The organization actively supports and highlights the work of women mathematicians in Latin America, addressing gender disparities in the mathematical community.

PriRadio TV’s coverage of ICMAM Latin America serves as a testament to the organization’s growing impact on mathematical research and collaboration in the region. The interview highlighted the vital role that ICMAM Latin America plays in bridging the gap between mathematicians in Latin America and their counterparts worldwide.

For more information about ICMAM Latin America and its mission, please visit:

https://sites.google.com/view/icmamlatinamerica/home

About PriRadio TV: PriRadio TV, under the leadership of Benjamín Losada Posada (Researcher at the Ministry of Science, Technology and Innovation of Colombia), is a prominent media outlet known for its insightful coverage of various topics, including science, technology, and education. The organization plays a crucial role in showcasing stories that matter.

Learn more about ICMAM Latin America in this interview by the international producer, Alejandra Suárez Giraldo.

Summer School Workshop “Modern Problems in PDEs and Applications”

Summer School Workshop “Modern Problems in PDEs and Applications”

11 August 2023

Ghent Analysis & PDE Center

Ghent University

Description

This event will serve as a complement of the upcoming Summer School “Modern Problems in PDEs and Applications”. In this space, some visitors and participants of the school will have the opportunity to deliver a talk on their current research.

Planned Lecturers:

  • Julio Delgado
  • Duván Cardona
  • Nurgissa Yessirkegenov
  • Alibek Yeskermessuly
  • Markos Yimer
  • Yergen Aikyn
  • Asselya Smadiyeva 
  • Yerkin Shaimerdenov

Program

Abstracts

Organisers (Ghent Analysis & PDE Center)

Scientific Committee

Prof. Michael Ruzhansky, Prof. Marian Slodicka, Prof. Hans Vernaeve, Prof. Hendrik De Bie

Support

The summer school is supported by a grant from the Ghent University: 

It is also partially supported by the FWO Odysseus and UGent Methusalem projects “Analysis and Partial Differential Equations”:

Congratulations to Arne Hendrickx!

Congratulations to Arne Hendrickx for obtaining

The MOE stipend

from the Ministry of Education in Taiwan. The goal of this grant and the related summer school in August at the National Sun Yat-Sen University in Kaohsiung is to learn Mandarin Chinese, get immersed in the Taiwanese culture, and get to know the academic landscape in Taiwan to facilitate and improve collaborations with Taiwanese universities.

Congratulations to Duván Cardona!

Congratulations to Duván Cardona for obtaining

The FWO Postdoctoral Fellowship

of The Research Foundation – Flanders (FWO).

About this fellowship: read more here!

The project: Fourier Integral Operators on Graded Lie groups.

About the project: the goal of this project is to contribute to the scientific program carried out for more than forty years (dating back to the works of Folland and Stein) in charge of extending the techniques from the Euclidean harmonic analysis to the more general setting of nilpotent Lie groups. The contribution of this project will be the construction of the theory of Fourier Integral operators (FIOs) on graded Lie groups. Developing a suitable theory of Fourier Integral Operators (FIOs) in this context will enable the solution of numerous unresolved problems in non-commutative harmonic analysis.

Keywords: Fourier Integral Operators, Microlocal Analysis, Control Theory, Harmonic Analysis, Partial Differential Equations.

Project Scope: the scope of this project involves the collaboration between the Ghent Analysis and PDE Center with a team formed by researchers from several foreign universities, including UCLA, University of Chicago, Cornell University, University of Wisconsin Madison, Queen Mary University of London, and the Imperial College London.

About Duván (visit his website here!). Duván Cardona earned his Bachelor’s degree in Mathematics from Universidad del Valle in 2015 under the supervision of Julio Delgado. He was associated as a Lecturer at different Colombian universities, such as Universidad de Los Andes and Pontificia Universidad Javeriana. In 2019, he began his doctoral studies under the supervision of Michael Ruzhansky. In 2018, he received an honorable mention from the Yu-Takeuchi Award, awarded by the Colombian Academy of Sciences. From 2022 to 2024, he will serve as the president of the scientific board for the continental project ICMAM Latin America. Adding to his achievements, he has been awarded this prestigious FWO Postdoctoral Fellowship by the FWO, Research Foundation, Flanders.

Read about Fourier Integral operators from Wikipedia here!.

Applications of Fourier Integral Operators in Real Life: Fourier integral operators serve as valuable tools for describing physical phenomena. They play a crucial role in understanding the evolution of waves over time as wave propagators. Waves, which are carriers of energy, can be observed in various domains, ranging from neuron pulses and blood flow in arteries to ocean waves. By employing Fourier integral operators, researchers can analyze and gain insights into diverse fields. For instance, in the medical field, these operators aid in the analysis of the cardiovascular system. In the realm of information theory, Fourier integral operators facilitate the study of waves like microwaves, radio waves, WiFi signals, and visible light. These operators are intrinsic mathematical objects that align with various numerical analysis techniques, enabling a comprehensive exploration of these phenomena and contributing to a deeper understanding of wave behavior and its implications in different areas of study.