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- W922239013 abstract "Let D be the space of distributions of -growth and S the space of tempered destributions in : D, 1.leq.P.leq..inf., is the dual of the space which we discribe later. We denote by O(S:S') the space of convolution operators in S. In [8] S. Sznajder and Z. Zielezny proved the following necessary conditions for convolution operators in O(S:S) to be solvable in S." @default.
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- W922239013 date "1984-01-01" @default.
- W922239013 modified "2023-09-25" @default.
- W922239013 title "ON A PROPERTY OF CONVOLUTION OPERATORS IN THE SPACES $D'_{L^{P'}} p{geq}1 AND delta'$" @default.
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