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A LOCAL FORM OF CARLESON'S THEOREM FOR TRIGONOMETRIC SERIES
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Wolfgang B. Jurkat
Published/Copyright:
June 1, 1988
Published Online: 1988-06
Published in Print: 1988-06
© 2014 Oldenbourg Wissenschaftsverlag GmbH, Rosenheimer Str. 145, 81671 München
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Articles in the same Issue
- NOTES ON FUNCTIONS CONNECTED WITH THE SIEVE
- THE β-DUAL OF FK-SPACES
- LINEAR ESTIMATES OF THE BEST LP -APPROXIMATION BY POLYNOMIALS
- THE STATISTICAL AND STRONG p-CESARO CONVERGENCE OF SEQUENCES
- A LOCAL FORM OF CARLESON'S THEOREM FOR TRIGONOMETRIC SERIES
- NONPARAMETRIC SOLUTIONS OF PLATEAU'S PROBLEM NEED NOT MINIMIZE AREA
- HEAT KERNEL ASYMPTOTICS POR OPERATOR VALUED STURMLIOUVILLE EQUATIONS
- UNIFORM CONVERGENCE OF LIMIT PERIODIC GENERALIZED CONTINUED FRACTIONS
- UNIQUENESS THEOREMS FOR HARMONIC FUNCTIONS
- SUMMABILITY DOMAINS NOT CONTAINING
- CHARACTERIZATIONS OF THIN AND SEMI-THIN SETS
- POSITIVE HARMONIC FUNCTIONS IN UNIFORM AND ADMISSIBLE DOMAINS
- Instructions for Authors
Articles in the same Issue
- NOTES ON FUNCTIONS CONNECTED WITH THE SIEVE
- THE β-DUAL OF FK-SPACES
- LINEAR ESTIMATES OF THE BEST LP -APPROXIMATION BY POLYNOMIALS
- THE STATISTICAL AND STRONG p-CESARO CONVERGENCE OF SEQUENCES
- A LOCAL FORM OF CARLESON'S THEOREM FOR TRIGONOMETRIC SERIES
- NONPARAMETRIC SOLUTIONS OF PLATEAU'S PROBLEM NEED NOT MINIMIZE AREA
- HEAT KERNEL ASYMPTOTICS POR OPERATOR VALUED STURMLIOUVILLE EQUATIONS
- UNIFORM CONVERGENCE OF LIMIT PERIODIC GENERALIZED CONTINUED FRACTIONS
- UNIQUENESS THEOREMS FOR HARMONIC FUNCTIONS
- SUMMABILITY DOMAINS NOT CONTAINING
- CHARACTERIZATIONS OF THIN AND SEMI-THIN SETS
- POSITIVE HARMONIC FUNCTIONS IN UNIFORM AND ADMISSIBLE DOMAINS
- Instructions for Authors