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- W331101580 abstract "Let X be a Banach space and $f ∈ L^1_loc(ℝ;X)$ be absolutely regular (i.e. integrable when divided by some polynomial). If the distributional Fourier transform of f is locally integrable then f converges to 0 at infinity in some sense to be made precise." @default.
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- W331101580 title "Tauberian theorems for vector-valued Fourier and Laplace transforms" @default.
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- W331101580 doi "https://doi.org/10.4064/sm-128-1-55-69" @default.
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