Partial Differential Equations IV
Microlocal Analysis and Hyperbolic Equations
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Beschreibung
This EMS volume contains two surveys in the field of partial differential equations. Microlocal analysis is an important method, which many results in the theory of Hamiltonian systems are based on. Another important field is the theory of hyperbolic operators and the Cauchy problem. Egorov and Ivrii give an account of research in these fields and they state unsolved problems. The book is a valuable source of information for graduate students and researchers in the field of partial differential equations and theoretical physics.
Autor*in
Yu.V. Egorov
Themen in »Partial Differential Equations IV«
Ausbreitung von Singularitäten C and L2 well posedness of the Cauchy problem Fourier integral operators Fourier-Integraloperatoren Gevrey classes Gevreysche Klassen Hamiltonian systems Hamiltonsche Systeme Hyperbolische Operatoren Hypoelliptizitä Microlocal analysis Theoretical physics calculus hyperbolic equation partial differential equation