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dc.contributor.authorHildeberto Eulalio Cabral
dc.contributor.authorLaurent Niederman
dc.creatorVidal- Claudio
dc.date.accessioned2017-05-08T22:06:42Z
dc.date.available2017-05-08T22:06:42Z
dc.date.issued2013
dc.identifier.urihttp://hdl.handle.net/10533/198296
dc.description.abstractThi+J3:X7s project aims at the establishment of an investigation network between Brazil, Chile and France to promote the development of Mathematics in the areas of Hamiltonian Systems and Celestial Mechanics in these countries of South America. The main research topics are: central configuration in the N-body problem, integral manifolds in the gravitational N-body problem, the stability of equilibrium solutions in Hamiltonian Systems, the existence and stability of periodic and quasi periodic solutions in Hamiltonian Systems and in particular to those derived from Celestial Mechanics. It is worthwhile mentioning that this proposed scientific network involves a large number of young doctors as well as Master and PhD students in Mathematics. This project would facilitate the mobility of young doctors to make post-doctoral visits at the countries which are members of the network; also, Master students could eventually proceed to their doctoral studies in one of these countries. We intend to organize a scientific meeting at the end of the year 2015 to promote discussions between the members of the cooperation network. This meeting will be held in Minas Gerais-Brazil. This meeting is meant to stimulate the development of these emergent research centers as regards these topics of Mathematics Thi+J3:X7s project aims at the establishment of an investigation network between Brazil, Chile and France to promote the development of Mathematics in the areas of Hamiltonian Systems and Celestial Mechanics in these countries of South America. The main research topics are: central configuration in the N-body problem, integral manifolds in the gravitational N-body problem, the stability of equilibrium solutions in Hamiltonian Systems, the existence and stability of periodic and quasi periodic solutions in Hamiltonian Systems and in particular to those derived from Celestial Mechanics. It is worthwhile mentioning that this proposed scientific network involves a large number of young doctors as well as Master and PhD students in Mathematics. This project would facilitate the mobility of young doctors to make post-doctoral visits at the countries which are members of the network; also, Master students could eventually proceed to their doctoral studies in one of these countries. We intend to organize a scientific meeting at the end of the year 2015 to promote discussions between the members of the cooperation network. This meeting will be held in Minas Gerais-Brazil. This meeting is meant to stimulate the development of these emergent research centers as regards these topics of Mathematics
dc.rightsAtribución-NoComercial-SinDerivadas 3.0 Chile
dc.rightshttp://creativecommons.org/licenses/by-nc-nd/3.0/cl/
dc.titleHamiltonian Dynamical Systems and Celestial Mechanics
dc.typeProyecto
dc.contributor.corporatenameUniversidad del Bío Bío
dc.contributor.institutionINSA Lyon
dc.contributor.institutionUniversité Toulouse
dc.identifier.folio14MATH02
dc.description.conicytinstrumentcontestMATH-AMSUD
dc.description.conicytprogramPrograma de Cooperación Internacional
dc.relation.contesthandle/10533/198244
dc.identifier.generoM
dc.rights.driverinfo:eu-repo/semantics/openAcces
dc.type.driverinfo:eu-repo/semantics/researchProposal
dc.relation.instrumenthandle/10533/198084
dc.relation.programhandle/10533/108039
dc.description.shortconicytprogramPrograma de Cooperación Internacional
dc.date.annoconcurso2013
dc.description.corporaterolIP
dc.subject.fondecyt1nMatemáticas


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