Propagation of singularities for operators with multiple involutive characteristics
Johannes Sjöstrand (1976)
Annales de l'institut Fourier
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Let be a classical pseudodifferential operator of order on a paracompact manifold . Let be the principal symbol and assume that is an involutive sub-manifold of , satisfying a certain transversality condition. We assume that vanishes exactly to order on and that the derivatives of order satisfy a certain condition, inspired from the Calderòn uniqueness theorem (usually empty when ). Suppose that a Levi condition is valid for the lower order symbols. If , , then...