Abstract
We give an elementary self-contained proof of the following result, which Pop proved with methods of rigid geometry.
Received: 1996-07-17
Revised: 1996-11-21
Published Online: 2009-03-09
Published in Print: 1998-05-08
© Walter de Gruyter
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- Necessary and sufficient conditions for the almost-positivity of certain 4th-order pseudodifferential operators. A generalization
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Articles in the same Issue
- Filtrations in feedback synthesis: Part II – Input-output decoupling and disturbance decoupling
- Necessary and sufficient conditions for the almost-positivity of certain 4th-order pseudodifferential operators. A generalization
- Necessary conditions on composition operators acting between Besov spaces. The case 1 < s < n/p. III
- Regular split embedding problems over complete valued fields
- On convergence theorems for space quasiregular mappings
- Extensions of three classical theorems to modules with maximum condition for finite matrix subgroups