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On spaces of
distributions strongly regular with respect to partial
differential operators
Zbigniew Zielezny |
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Vol. 43 (1972), No. 1, 267–275
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Abstract |
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A distribution T in Ω is said to be strongly regular with respect to the differential operator P(D), if Pk(D)T,k = 0,1,⋯ , are of bounded order in any open set Ω′⊂⊂ Ω. Necessary and sufficient conditions on the polynomials P and Q are established in order that a distribution T strongly regular with respect to P(D) be strongly regular with respect to Q(D). |
Mathematical Subject Classification
Primary: 35H05
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Milestones
Received: 16 July 1971
Published: 1 October 1972
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Authors |
| Zbigniew Zielezny | |
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