13 citations · 19 across the 11 of their papers we have counts for
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A Volterra Calculus for Lie Groupoids
Karsten Bohlen
A pseudodifferential Volterra calculus for inverting parabolic differential equations on Lie groupoids is introduced. This enables the study of fundamental solutions of various cas…
Index formulae for mixed boundary conditions on manifolds with corners
Karsten Bohlen
We investigate the problem of calculating the Fredholm index of a geometric Dirac operator subject to local (e.g. Dirichlet and Neumann) and non-local (APS) boundary conditions pos…
Boutet de Monvel operators on Lie manifolds with boundary
Karsten Bohlen
We introduce and study a general pseudodifferential calculus for boundary value problems on a class of non-compact manifolds with boundary (so-called Lie manifolds with boundary).…
Boutet de Monvel operators on singular manifolds
Karsten Bohlen
We construct a Boutet de Monvel calculus for general pseudodifferential boundary value problems defined on a broad class of non-compact manifolds, the class of so-called Lie manifo…