Browsing by Author "Luhrmann, Jonas"

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Conference: Texas Analysis and Mathematical Physics Symposium 2024
Mathematics; https://hdl.handle.net/20.500.14641/1087; National Science Foundation
This project will provide support for the Texas Analysis and Mathematical Physics (TexAMP) Symposium 2024 that takes place at Texas A&M University on February 9-11, 2024. The TexAMP Symposia form an annual conference series initiated in 2013 and held at various universities in Texas. Leading researchers in their fields are invited to give presentations. These lectures are augmented by contributed talks, where researchers from the region (Texas and neighboring states) present their latest work. As such they provide a forum for getting acquainted with state-of-the-art results in Mathematical Physics and related areas of Analysis, and promote communication and collaboration among researchers in the region. Importantly, these meetings allow graduate students and junior faculty to learn about cutting edge research and to receive feedback on their own work from an impressive group of first-class experts in the field. Several generations of young researchers have polished their presentation skills and established professional links at TexAMP events. Funds are to support young participants (graduate students and postdocs) from universities in the region, as well as contribute to the travel and accommodation costs of some of the invited speakers. More information about the TexAMP Symposium 2024 can be found at the following website: texamp.github.io The seven invited lectures at the TexAMP Symposium 2024 will cover a broad variety of research areas in Analysis and Mathematical Physics such as stability of solitary nonlinear waves, qualitative analysis of Laplace eigenfunctions, complex analytic tools in spectral theory, probabilistic dynamics of nonlinear dispersive equations, geometric spectral theory, topological phases of matter, and microlocal analysis. The symposium is structured to create many opportunities for discussions, fostering an environment of collaboration and collegiality. All speakers are asked to make their presentations accessible to junior participants. Two sessions of contributed talks, where all participants can present their research, are planned in the prime-time slots of the event. Poster sessions are held during two extended refreshment breaks, to ensure maximum attendance as well as sharpened attention from senior experts.
Workshop on Trends in Soliton Dynamics and Singularity Formation for Nonlinear Dispersive PDEs
Mathematics; TAMU; https://hdl.handle.net/20.500.14641/253; National Science Foundation
This award will support the 3-day workshop "Trends in Soliton Dynamics and Singularity Formation for Nonlinear Dispersive PDEs" to be held on the campus of Texas A&M University in College Station, Texas, on October 21-23, 2022. The topic of the workshop lies at the forefront of research on nonlinear wave equations. Wave equations are at the heart of a wide range of natural phenomena, including electromagnetism, fluid dynamics, nonlinear optics, quantum mechanics, general relativity, and particle physics. As such, the rigorous mathematical analysis of these equations is fundamental in obtaining a deeper understanding of the world we live in. This workshop aims to bring together leading international experts and junior researchers, providing an opportunity for the younger generation to interact with leaders of the field and to learn about cutting edge mathematical developments. Junior researchers also can present their research in the form of contributed talks. The workshop is structured to create many opportunities for discussions and to foster an environment for collaboration and for the exchange of ideas. The mathematical focus of the workshop is on recent developments in the study of soliton dynamics and singularity formation for nonlinear dispersive PDEs, and on the interplay with developments in related areas. In the context of this workshop, solitons refer, roughly speaking, to solutions to partial differential equations that exhibit some form of coherent structure. It is expected that they play an essential role for the overall dynamics. This is an active and fast developing branch of research, where recent ideas and techniques are finding applications in many other areas. The PIs hope this workshop will provide an opportunity for all participants to learn about the fascinating new developments in this area, to form new collaborations, and to explore interesting connections to other areas. Funds will be used for the accommodation and travel costs for junior participants. More information about the workshop and its goals can be found on the website: https://sites.google.com/tamu.edu/solitons-workshop-tamu/about This award reflects NSF's statutory mission and has been deemed worthy of support through evaluation using the Foundation's intellectual merit and broader impacts review criteria.
Workshop on Trends in Soliton Dynamics and Singularity Formation for Nonlinear Dispersive PDEs
Mathematics; TAMU; https://hdl.handle.net/20.500.14641/253; National Science Foundation
This award will support the 3-day workshop "Trends in Soliton Dynamics and Singularity Formation for Nonlinear Dispersive PDEs" to be held on the campus of Texas A&M University in College Station, Texas, on October 21-23, 2022. The topic of the workshop lies at the forefront of research on nonlinear wave equations. Wave equations are at the heart of a wide range of natural phenomena, including electromagnetism, fluid dynamics, nonlinear optics, quantum mechanics, general relativity, and particle physics. As such, the rigorous mathematical analysis of these equations is fundamental in obtaining a deeper understanding of the world we live in. This workshop aims to bring together leading international experts and junior researchers, providing an opportunity for the younger generation to interact with leaders of the field and to learn about cutting edge mathematical developments. Junior researchers also can present their research in the form of contributed talks. The workshop is structured to create many opportunities for discussions and to foster an environment for collaboration and for the exchange of ideas. The mathematical focus of the workshop is on recent developments in the study of soliton dynamics and singularity formation for nonlinear dispersive PDEs, and on the interplay with developments in related areas. In the context of this workshop, solitons refer, roughly speaking, to solutions to partial differential equations that exhibit some form of coherent structure. It is expected that they play an essential role for the overall dynamics. This is an active and fast developing branch of research, where recent ideas and techniques are finding applications in many other areas. The PIs hope this workshop will provide an opportunity for all participants to learn about the fascinating new developments in this area, to form new collaborations, and to explore interesting connections to other areas. Funds will be used for the accommodation and travel costs for junior participants. More information about the workshop and its goals can be found on the website: https://sites.google.com/tamu.edu/solitons-workshop-tamu/about This award reflects NSF's statutory mission and has been deemed worthy of support through evaluation using the Foundation's intellectual merit and broader impacts review criteria.