Abstract
We obtain the generalized codimension-p Cauchy–Kovalevsky extension of the exponential function $e^{i\langle\underline{y},\underline{t}\rangle}$ in Rm=Rp⊕Rq, where p>1, $\underline{y},\underline{t}\in\mathbf{R}^{q}$, and prove the corresponding codimension-p Paley–Wiener theorems.
Citation
Yan Yang. Tao Qian. Frank Sommen. "Codimension-p Paley–Wiener theorems." Ark. Mat. 45 (1) 179 - 196, April 2007. https://doi.org/10.1007/s11512-006-0040-7
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