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Abstract:
The author proves a nonimbeddability result for the Fourier transform operator on the spaces ((gamma sub C)sup delta) (O, b), and uses it to show the nonexistence of a continuous right inverse for certain surjective linear partial differential operators P(D) on the spaces (gamma sup delta) (Omega), where Omega is a P(D)-convex open set. (Author)
| Description: |
Technical rept. |
| Pages: |
43 |
| Report Date: |
JUL 1970 |
| Contract Number: |
N0001467A01280014 |
| Report Number: |
0259907 |
Report Unavailable |
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