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Spline systems as bases in Hardy spaces |
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| Authors: | Per Sjölin Jan-Olov Strömberg |
| Affiliation: | 1. Department of Mathematics, Universityof Stockholm, Box 6701, S-113 85, Stockholm, Sweden |
| Abstract: | It is known that the spline system of orderm is an unconditional basis forH p[0,1] whenp>1/(m+2) and a Schauder basis whenp ≧1/(m+2). We show that these results are sharp. |
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