Painleve Property One Century Later
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enCouverture rigide978038798888729 septembre 1999810 pages
Résumé
Describes many physical phenomena, their analytic solutions, that in many cases are preferable to numerical computation, which may be long, costly and, worst, subject to numerical errors. In addition, the analytic approach provides a global knowledge of the solution, while the numerical approach is always local.
The Centre de recherches mathCmatiques (CRM) was created in 1968 by the Universite de Montreal to promote research in the mathematical sci- ences. It is now a national institute that hosts several groups, holds special theme years, summer schools, workshops, postdoctoral program. The focus of its scientific activities ranges from pure to applied mathematics, and includes satistics, theoretical computer science, mathematical methods in biology and life sciences, and mathematical and theoretical physics. The CRM also promotes collaboration between mathematicians and industry. It is subsidized by the Natural Sciences and Engineering Research Council of Canada, the Fonds FCAR od the Province of Quebec, the Canadian Institute for Advanced Research and has private endowments. Current ac- tivities, fellowships, and annual reports can be found on the CRM web page at . CRM. UMontreal. CAl. The CRM Series in Mathematical Physics will publish monographs, lec- ture notes, and proceedings base on research pursued and events held at the Centre de recherches mathematiques. Yvan Saint-Aubin Montreal Preface The subject of this three-week school was the explicit integration, that is, analytical as opposed to numerical, of all kinds of nonlinear differential equations (ordinary differential, partial differential, finite difference). The result of such integration is ideally the "general solution," but there are numerous physical systems for which only a particular solution is accessible, for instance the solitary wave of the equation of Kuramoto and Sivashinsky in turbulence.
The Centre de recherches mathCmatiques (CRM) was created in 1968 by the Universite de Montreal to promote research in the mathematical sci- ences. It is now a national institute that hosts several groups, holds special theme years, summer schools, workshops, postdoctoral program. The focus of its scientific activities ranges from pure to applied mathematics, and includes satistics, theoretical computer science, mathematical methods in biology and life sciences, and mathematical and theoretical physics. The CRM also promotes collaboration between mathematicians and industry. It is subsidized by the Natural Sciences and Engineering Research Council of Canada, the Fonds FCAR od the Province of Quebec, the Canadian Institute for Advanced Research and has private endowments. Current ac- tivities, fellowships, and annual reports can be found on the CRM web page at . CRM. UMontreal. CAl. The CRM Series in Mathematical Physics will publish monographs, lec- ture notes, and proceedings base on research pursued and events held at the Centre de recherches mathematiques. Yvan Saint-Aubin Montreal Preface The subject of this three-week school was the explicit integration, that is, analytical as opposed to numerical, of all kinds of nonlinear differential equations (ordinary differential, partial differential, finite difference). The result of such integration is ideally the "general solution," but there are numerous physical systems for which only a particular solution is accessible, for instance the solitary wave of the equation of Kuramoto and Sivashinsky in turbulence.
Spécifications produit
Contenu
Langue
en
Version
Couverture rigide
Date de sortie initiale
29 septembre 1999
Nombre de pages
810
Illustrations
Non
Personnes impliquées
Informations sur le fabricant
Nom du fabricant
Springer Nature Customer Service Center GmbH
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Europaplatz 3 | 69115| Heidelberg| DE
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ProductSafety@springernature.com
Informations sur le fabricant
Les informations du fabricant ne sont actuellement pas disponibles
Autres spécifications
Hauteur de l'emballage
242 mm
Largeur d'emballage
162 mm
Largeur du produit
155 mm
Longueur d'emballage
42 mm
Longueur du produit
235 mm
Poids de l'emballage
1402 g
Police de caractères extra large
Non
Édition
1999
EAN
EAN
9780387988887
Sécurité des produits
Opérateur économique responsable dans l’UE
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