Announcement
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The 13th AIMS Conference will return, June 1-5, 2023, to the University of North Carolina Wilmington, where the 4th AIMS Conference was hosted in 2002. This upcoming event is the continuation of the 12th AIMS Conference at Taipei in 2018, after the postponements first from Atlanta and then from Rome due to the pandemic. After more than 2 years of inactivity, it is time to welcome our academic friends and colleagues from all over the world to gather together, face-to-face, to renew friendship and share working and living experiences of the past 3 years. All are welcome.
The University will provide housing options that include traditional, suite, and apartment style accommodations, and campus dining that includes exceptional options to suit all needs.
Detailed information will be posted soon.
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Plenary Speakers: |
Arnaud Debussche (France) |
Manuel del Pino (UK) |
Song Jiang (China) |
Carlos Kenig (USA) |
Bryna Kra (USA) |
Camillo De Lellis (USA) |
Rafael de la Llave (USA) |
Carola Schoenlieb (UK) |
Gigliola Staffilani (USA) |
Xiaoyun Wang (China) |
Scientific Committee: |
Shouchuan Hu (chair) general@aimsciences.org |
John Ball |
Andrea Bertozzi |
Jerry Bona |
Williams Bray |
Alain Miranville |
Wei-Ming Ni |
Shige Peng |
Roger Temam |
Format:
Plenary invited lectures (50-minute), special sessions (30-minute), contributed sessions (20-minute), and poster sessions. Student Paper Competition.
Topics:
Pure and applied analysis, including differential equations and dynamical systems, in the broadest sense. The application areas are diverse and multidisciplinary, covering areas of applied science and engineering that include biology, chemistry, physics, finance, industrial mathematics and more, in the forms of modeling, computations and simulation.
Aims:
The Conference aims to promote and influence more cooperation, understanding, and collaboration among scientists working in dynamical systems, differential equations and applications. The goals of the meeting are a cross-fertilization of ideas from different application areas, and increased communication between the mathematicians who develop dynamical systems techniques and the applied scientists who use them.
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