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3 days ago · Research Areas. The innovative research TUM-IAS Fellows engage in does not usually happen in a vacuous environment. Fellows and their Hosts are part of research units at TUM. They either provide leadership to institutes, research units or laboratories or are prominent guests at those.
3 days ago · The IAS serves as a flagship institute for top-level international research at TUM, and has helped to drive the university’s development into one of Germany’s top academic institutions.
3 days ago · At present, Paolo Giommi is also an adjunct professor at the International Center for Relativistic Astrophysics Network (ICRANet), a member of the faculty of the International Relativistic Astrophysics (IRAP) PhD program, and a Hans Fisher senior fellow at the Institute for Advanced Study of TUM.
5 days ago · The Institute for Advanced Study (IAS) is an independent, private institution founded in 1930 to create a community of scholars focused on intellectual inquiry, free from teaching and other university obligations. Each year scholars from around the world apply to pursue their own research at the Institute.
4 days ago · Hong Kong Institute for Advanced Study (HKIAS) of City University of Hong Kong congratulates Professor Qi-Kun Xue, a distinguished physicist and Senior Fellow at HKIAS, who has been honored with China's State Pre-eminent Science and Technology Award for his outstanding contribution to scientific and technological innovation. The award was presented by President Xi Jinping in Beijing on 24 June ...
1 day ago · Seminars. The Oppenheim conjecture, proved by Margulis in 1986, states that for a non-degenerate indefinite irrational quadratic form Q in n \geq 3 variables, the image set Q (Z^n) of integral vectors is a dense subset of the real line. Determining the distribution of values of an indefinite quadratic form at integral points asymptotically is ...
1 day ago · Quantum Universe Center, Korea Institute for Advanced Study, Seoul 02495, Republic of Korea. (Dated: June 28, 2024) The asymptotic scaling behavior of the Kuramoto model with finite populations has been notably elusive, despite comprehensive investigations employing both analytical and numerical methods. In this study, we explore the Kuramoto ...
