A cone pseudo-differential calculus (Q2767373)

From the Introduction: The calculus of pseudo-differential operators on singular spaces and the concept of ellipticity in operator algebras on manifolds with singularities have become an enormous challenge for analysts. The so-called cone algebras (with discrete and continuous asymptotics) were investigated by many mathematicians, especially by B. W. Schulze, who developed and enriched cone and edge pseudo-differential calculus. In this note, we construct a cone pseudo-differential calculus for operators which respect conormal asymptotics of a prescribed asymptotic type.