7 citations · 13 across the 6 of their papers we have counts for
6 papers
Fredholm conditions for operators invariant with respect to compact Lie group actions
Alexandre Baldare, Rémi Côme, Victor Nistor
Let be a compact Lie group acting smoothly on a smooth, compact manifold , let be a --invariant, classical pseudodifferential operator acting bet…
Fredholm conditions and index for restrictions of invariant pseudodifferential operators to isotypical components
A. Baldare, R. Côme, M. Lesch +1
Let be a compact group acting on a smooth, compact manifold , let be a -invariant, classical pseudodifferential operator acting between sections…
Fredholm conditions for invariant operators: finite abelian groups and boundary value problems
Alexandre Baldare, Rémi Côme, Matthias Lesch +1
We answer the question of when an invariant pseudodifferential operator is Fredholm on a fixed, given isotypical component. More precisely, let be a compact group acting on a s…
Gluing action groupoids: Fredholm conditions and layer potentials
Catarina Carvalho, Rémi Côme, Yu Qiao
This paper is a merge of arXiv:1807.05418 and arXiv:1808.01442. We introduce a new class of groupoids, called "boundary action groupoids", which are obtained by gluing reductions o…
The Fredholm property for groupoids is a local property
Rémi Côme
Fredholm Lie groupoids were introduced by Carvalho, Nistor and Qiao as a tool for the study of partial differential equations on open manifolds. This article extends the definition…
Gluing action groupoids: differential operators and Fredholm conditions
Rémi Côme
We prove some Fredholm conditions for many algebras of differential operators on particular classes of open manifolds, which include asymptotically Euclidean or asymptotically hype…