Let X be a complex analytic manifold. Consider S ⊂ M ⊂ X,real analytic submanifolds with codim R M S = 1, and let Ω be a connected component of M\S. Let p ε S×M T*MX where denotes the conormal bundle to M in X, and denote by v(p) the complex radial Euler field at p. Denote by μ * (Ox) (for * = M, Ω) the microlocalization of the sheaf of holomorphic functions along*. © 1992, Taylor & Francis Group, LLC. All rights reserved.
Vanishing theorem for sheaves of microfunctions at the boundary on CR-manifolds
D'AGNOLO, ANDREA;ZAMPIERI, GIUSEPPE
1992
Abstract
Let X be a complex analytic manifold. Consider S ⊂ M ⊂ X,real analytic submanifolds with codim R M S = 1, and let Ω be a connected component of M\S. Let p ε S×M T*MX where denotes the conormal bundle to M in X, and denote by v(p) the complex radial Euler field at p. Denote by μ * (Ox) (for * = M, Ω) the microlocalization of the sheaf of holomorphic functions along*. © 1992, Taylor & Francis Group, LLC. All rights reserved.
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