Title: Learning of, for, and by dynamical systems Speaker: Nisha Chandramoorthy Abstract: Across scientific and engineering applications, we are interested in sampling typical or observable states achieved by complex dynamical systems. To generate such samples, we are often given approximate numerical models and data at various fidelities and time/length scales. Our goals are to develop rigorous computations that can scale to high-dimensional settings like atmospheric and oceanic dynamics and aerospace systems to answer questions such as: i) how can we reduce the dimension of Bayesian sampling algorithms even in complex nonlinear systems? ii) how do small perturbations in the dynamical model/equations affect its long-term behavior? iii) how can we learn effective low-dimensional representations of the dynamics so as to predict desired quantities? We will look at low-dimensional examples of chaotic systems that illustrate why answering these questions is challenging and explore principled approaches to circumvent these challenges. Zoom invitation: Join from PC, Mac, Linux, iOS or Android: https://uni-sydney.zoom.us/j/84649987570 Or iPhone one-tap : Australia: +61280156011,,84649987570# or +61370182005,,84649987570# Or Telephone: Dial(for higher quality, dial a number based on your current location)ï¼ Australia: +61 2 8015 6011 or +61 3 7018 2005 or +61 7 3185 3730 or +61 8 6119 3900 or +61 8 7150 1149 Meeting ID: 846 4998 7570 International numbers available: https://uni-sydney.zoom.us/u/kdndgWkMbN Or an H.323/SIP room system: Dial: 84649987570@@zmau.us or SIP:84649987570@zmau.us or 103.122.166.55 Meeting ID: 84649987570