Defines the fibered cusp b-pseudodifferential operator calculus Ψ^*_{Φ,b}(X) on manifolds with corners, proves a relative index theorem, and applies it to index theorems for non-closed Z/k-manifolds.
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Fibered Cusp b-Pseudodifferential Operators and its Applications
Defines the fibered cusp b-pseudodifferential operator calculus Ψ^*_{Φ,b}(X) on manifolds with corners, proves a relative index theorem, and applies it to index theorems for non-closed Z/k-manifolds.