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- W2950332912 abstract "Let B be a translation invariant Banach function space (BF-space). In this paper we prove that every temperate distribution f can be associated with a function F analytic in the convex tube Omega={z in C^d; |Im z|<1} such that the wave-front set of f of Fourier BF-space types in intersection with R^d times S^{d-1} consists of the points (x,xi) such that F does not belong to the Fourier BF-space at x-ixi." @default.
- W2950332912 created "2019-06-27" @default.
- W2950332912 creator A5070058095 @default.
- W2950332912 date "2010-03-05" @default.
- W2950332912 modified "2023-09-27" @default.
- W2950332912 title "Association between temperate distributions and analytical functions in the context of wave-front sets" @default.
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