We are thrilled to unveil the proposal for the upcoming Summer School titled “Direct and Inverse Problems with Applications, and Related Topics: A Comprehensive Summer School in Mathematical Analysis,”

We are happy to announce the receipt of the grant of 18,000€ from UGent Doctoral School for the organisation of this event.

This educational endeavor promises to dive deep into mathematical analysis, with a keen focus on direct and inverse problems, their applications, and related subjects, offering a profound interdisciplinary perspective both scientifically and societally.

Key Highlights:

🔍 Theme: The school aims to explore the comprehensive mathematical tools for solving direct and inverse problems across various fields, fostering new methods and techniques through lectures, exercises, and participant interactions. The lectures will also include broader related topics of mathematical analysis and partial differential equations.

📅 Dates: Tentatively scheduled from August 19 to 24, 2024, the program intends to provide approximately 29 contact hours over 6 days, including lectures, discussions, problem-solving sessions, and an outreach event featuring a public lecture and poster presentations.

📚 Learning and Collaboration: With an environment conducive to learning and discussion, the school presents a unique opportunity for researchers and students to engage with the international mathematical community, enhancing academic careers and encouraging future studies.

📝 Program Structure: The curriculum includes 22.5 hours of lectures by ten esteemed lecturers, 6.5 hours dedicated to discussion and problem-solving sessions, and additional time for participants’ presentations and a public lecture, aiming to cover the latest problems and techniques in the field.

🏆 Participation Criteria: Recognition in the doctoral training programme requires at least 50% attendance in lectures, discussions, and problem sessions, along with participation in the poster session.

🎓 Lecturers: We are proud to present a distinguished panel of lecturers, experts in the field of partial differential equations with engineering applications. This will be updated on the school website in due course.

🔍 Justification: This summer school aligns seamlessly with the ongoing PhD research at Ghent University. By focusing on mathematical analysis of PDEs, it enriches existing courses and offers advanced techniques vital for engineering applications. Students will delve deep into problem-solving sessions, fostering direct application to their research projects.

👥 Organising and Scientific Committee: The event is spearheaded by a distinguished committee, comprising experts from Ghent University and beyond.

🤝 Inter-University Partnership: The Ghent Analysis & PDE Center leads the initiative, with support from the Faculty of Engineering and Architecture. Additionally, collaboration with esteemed researchers from other Belgian and international universities strengthens our endeavor.

🎯 Targeted Audience: PhD candidates from Ghent University and partner universities are invited to participate, along with postdoctoral researchers and interested individuals from various scientific backgrounds.

🌐 Public Outreach Event: A captivating public lecture, poster session, and networking reception will complement the school, fostering engagement with a wider audience. Join us for an enlightening session!

🗓️ Date & Location: Stay tuned for further details regarding the date and location of this enriching summer school!

This summer school promises to be a cornerstone event for advancing research and collaboration in the field of mathematical analysis. Keep an eye on our website and university communications for updates and registration details. Join us for a journey of discovery and innovation in mathematical analysis!🌟

#Mathematics #SummerSchool #GhentUniversity #Research #Education

🎉👨‍🎓 Congratulations to Bayan Bekbolat on the remarkable achievement of successfully defending his PhD thesis, “Dunkl Analysis and Applications to Inverse Source Problems”! 🌟📚

It is with great pleasure that we can note that the decision was unanimous with 12 votes by committee members in favour of awarding Bayan the PhD title. This momentous accomplishment reflects Bayan’s dedication, hard work, and intellectual prowess. 

Bayan’s journey through the intricacies of Dunkl analysis and its applications to inverse source problems is truly commendable. This milestone not only signifies the culmination of years of rigorous research but also marks the beginning of new opportunities and contributions to the scientific world.

May this achievement open doors to even greater accomplishments for Bayan Bekbolat, as he continues to make meaningful strides in the realm of academic excellence. 🌐🔍

Here’s to a bright future filled with continued success and impactful contributions! 🎓🌟

Congratulations on the remarkable achievement of being selected for the 2024 Eureast Platform’s short-term fellowship programme! We are thrilled to share this exciting news and celebrate his well-deserved success.

His dedication to his field has earned him a grant of 2,750 euros, a testament to the value and significance of his work. This grant will undoubtedly support his research stay at Ghent University and contribute to the advancement of his academic pursuits.

As Armen embarks on this journey, we wish him a fulfilling and enriching experience. His participation in Ghent University’s intellectual community, along with his contributions through lectures or seminars, will undoubtedly enhance the academic atmosphere.

We look forward to welcoming Armen to the Ghent Analysis & PDE Center.

Once again, congratulations on this outstanding accomplishment!

Congratulations to Kanat Tulenov for obtaining a grant for the participation in the

1st Hong Kong Laureate Forum

which will take place during 13-18 November 2023 at the Hong Kong Science Park, Hong Kong. https://hklaureateforum.org/en/inaugural-forum/forum-overview. This event will be held annually like the Heidelberg Laureate Forum and the selection process is similar to that of the HLF.

Congratulations Kanat!