WebErgodic theory and dynamical systems 12 (1), 123-151, 1992. 172: 1992: On a general concept of multifractality: multifractal spectra for dimensions, entropies, and Lyapunov … WebIntroduction to Microlocal Analysis Second lecture: Pseudodifferential operators on Rn Dorothea Bahns (Gottingen)¨ Third Summer School on “Dynamical Approaches in Spectral Geometry” “Microlocal Methods in Global Analysis” University of Gottingen¨ August 27-30, 2024 D. Bahns (G¨ottingen) Introduction to Microlocal Analysis, II August ...
András Vasy
WebJun 20, 2024 · 1. Introduction. Dynamical systems play a key role in deepening our understanding of the physical world. In dynamical system analysis, the need for forecasting the future state of a dynamical system is a critical need that spans across many disciplines ranging from climate, ecology and biology to traffic and finance [1–5].Predicting complex … WebApr 11, 2024 · Microlocal approach to dynamical zeta functions Dynamical zeta functions of Selberg, Smale and Ruelle are analogous to the Riemann zeta function with the product over primes replaced by products over closed orbits of Anosov flows. In 1967 Smale conjectured that these zeta functions should be meromorphic but admitted "that a positive answer ... circulatory tract
Data-driven prediction in dynamical systems: recent developments
In mathematical analysis, microlocal analysis comprises techniques developed from the 1950s onwards based on Fourier transforms related to the study of variable-coefficients-linear and nonlinear partial differential equations. This includes generalized functions, pseudo-differential operators, wave front sets, Fourier integral operators, oscillatory integral operators, and paradifferential operators. Webkey2 id vorlesung vorlesungs_nr. Details. For further information please contact: Dr. Mihajlo Cekic M. http://user.math.uzh.ch/cekic/teaching.html circulatory tract diseases