Limites projectives fortes d'algébroïdes de Lie

Abstract

We define the notion of strong projective limit of Banach Lie algebroids. We study the associated structures of Fréchet bundles and the compatibility with the different morphisms. This kind of structure seems to be a convenient framework for various situations.

References in corpus (5)

• Regular infinite dimensional Lie groups
• Differential calculus on a Lie algebroid and Poisson manifolds
• On Differential Structure for Projective Limits of Manifolds
• Non-holonomic Lagrangian systems on Lie algebroids
• Involutive distributions of operator-valued evolutionary vector fields