Equadiff 91 : International Conference on Differential Equations, Barcelona, Spain, 26-31 August 1991
著者
書誌事項
Equadiff 91 : International Conference on Differential Equations, Barcelona, Spain, 26-31 August 1991
World Scientific, c1993
- v. 1
- v. 2
- set
- タイトル別名
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International Conference on Differential Equations, Barcelona 1991
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注記
"Proceedings of the International Conference on Differential Equations" -- T.p. verso
Includes bibliographical references
内容説明・目次
内容説明
Equadiff-91 stems from the series of conferences initiated by the late Professor Vogel. The first conference Equadiff-70 which was held in Marseille. Since then, similar conferences had been held in Brussels, Florence, Wurzburg as well as Xanthi. The purpose of the Equadiff series of conferences is to present the latest development in the field of differential equations, both ordinary and partial, including their numerical treatment and applications to the mathematics community. These conferences had attracted renowned mathematicians from all over the world to present their studies and findings. The latest conference under the series was Equadiff-91, held in Barcelona. It attracted some 30 renowned mathematicians. Researchers and graduate students of pure and applied mathematics will find this compilation of conference proceedings up-to-date, relevant and insightful.
目次
- Elastic deformations due to a temperature gradient, J. Ball
- heteroclinic and periodic orbits for a class of singularity perturbed delay equations, S-N. Chow
- attractors for the damped wave equation with critical exponent, J.K. Hale
- finiteness theorem for limit cycles, Yu S. IIyashenko
- attractors for nonlinear parabolic systems, O.A. Ladyzhenskaya
- finite volume methods for modelling the compressible Navier-Stokes equations, K.W. Morton
- strange attractors with mixed spectrum and SP(2)-symmetry, F. Takens
- new developments in the theory of inertial manifolds, R. Temam
- stable regular and chaotic motions in lattice dynamical systems, V.S. Afraimovich
- stochastic differential equations as dynamical systems, L. Arnold
- on the Bogdanov-Takens bifurcation of diffeomorphisms, H.W. Broer
- impact of the entropy function on the theory of compressible gas dynamics, L. Demokowicz. (Part contents)
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