Microlocal analysis and nonlinear waves. Proceedings of a workshop which was an integral part of the 1988-1989 IMA program on nonlinear waves. (English) Zbl 0758.00007

The IMA Volumes in Mathematics and its Applications. 30. New York etc.: Springer-Verlag. xiii, 199 p., 18 ill. (1991).

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The articles of this volume will be reviewed individually.
Indexed articles:
Sá Barreto, Antônio, On the interactions of conormal waves for semilinear wave equations, 1-7 [Zbl 0794.35006]
Beals, Michael, Regularity of nonlinear waves associated with a cusp, 9-27 [Zbl 0794.35004]
Chemin, Jean Yves, Evolution of a punctual singularity in an Eulerian flow, 29-36 [Zbl 0765.35035]
Craig, Walter, Water waves, Hamiltonian systems and Cauchy integrals, 37-45 [Zbl 0768.76006]
Craig, W.; Kappeler, T.; Strauss, W., Infinite gain of regularity for dispersive evolution equations, 47-50 [Zbl 0767.35076]
Hörmander, Lars, On the fully nonlinear Cauchy problem with small data. II, 51-81 [Zbl 0783.35036]
Hunter, John K., Interacting weakly nonlinear hyperbolic and dispersive waves, 83-111 [Zbl 0794.35024]
Joly, Jean-Luc; Rauch, Jeffrey, Nonlinear resonance can create dense oscillations, 113-123 [Zbl 0794.35098]
Li, Tatsien, Lower bounds of the life-span of small classical solutions for nonlinear wave equations, 125-136 [Zbl 0783.35039]
Liu, Linqi, Propagation of stronger singularities of solutions to semilinear wave equations, 137-154 [Zbl 0772.35033]
Melrose, Richard B., Conormality, cusps and nonlinear interaction, 155-166 [Zbl 0794.35005]
Popov, Georgi S., Quasimodes for the Laplace operator and glancing hypersurfaces, 167-178 [Zbl 0794.35030]
Sideris, Thomas C., A decay estimate for the three-dimensional inhomogeneous Klein-Gordon equation and global existence for nonlinear equations, 179-183 [Zbl 0765.35043]
Williams, Mark, Interaction of singularities and propagation into shadow regions in semilinear boundary problems, 185-199 [Zbl 0817.35003]


00B25 Proceedings of conferences of miscellaneous specific interest
35-06 Proceedings, conferences, collections, etc. pertaining to partial differential equations