Vector valued Morse exponents and semiflows in flag bundles / Expoentes de Morse vetoriais e semifluxos em fibrados flag

AUTOR(ES)
DATA DE PUBLICAÇÃO

2007

RESUMO

This thesis establishes an intrinsic procedure which generalizes the classical spherical/radial decomposition of linear semiflows to a broader class of semiflows of endomorphisms of G- principal fiber bundles, whose structural group G is a Lie group that is more general than the general linear group G1 (n,R). In this more general context this thesis establishes an intimate relationship between the generalized spherical and radial asymptotic behavior of the semiflow of endomorphisms with respect to chain recurrence through the concept of vector valued Morse exponents.

ASSUNTO(S)

dynamical systems teoria dos sistemas dinamicos lie lie groups grupos de semigroups fibrados (matematica) semigrupos fiber bundles

Documentos Relacionados