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        On weighted Beppo Levi functions–Integral representations and behavior at infinity
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        Hiroaki AIKAWA
        
                            Published/Copyright:
                            
                                December 1, 1989
                            
                        
                    
                
            
  Published Online: 1989-12
 
 
  Published in Print: 1989-12
 
© 2014 Oldenbourg Wissenschaftsverlag GmbH, Rosenheimer Str. 145, 81671 München
                                        
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                                    Articles in the same Issue
- Masthead
- Index of Volume 9 (1989)
- ON THE DEGREE OF CONVERGENCE OF BIRKHOFF'S SERIES FOR FUNCTIONS OF BOUNDED VARIATION
- SOME PROPERTIES OF ABSOLUTE SUMMABILITY DOMAINS
- On weighted Beppo Levi functions–Integral representations and behavior at infinity
- LIMITATION AND INEFFECTIVENESS THEOREMS FOR GENERALISED NÖRLUND SUMMABILITY
- LIMITATION AND INEFFECTIVENESS THEOREMS FOR ABSOLUTE AND STRONG GENERALISED NÖRLUND SUMMABILITY
- NEIGHBORHOODS OF CONFORMAL AUTOMORPHISMS
- POSITIVE AND NEGATIVE DEFINITE FUNCTIONS ON THE DUAL SPACE OF A COMMUTATIVE HYPERGROUP
- On the Computation of Formal Fundamental Solutions of Linear Differential Equations at a Singular Point
- Author Index of Volume 9
- Instructions for Authors
Articles in the same Issue
- Masthead
- Index of Volume 9 (1989)
- ON THE DEGREE OF CONVERGENCE OF BIRKHOFF'S SERIES FOR FUNCTIONS OF BOUNDED VARIATION
- SOME PROPERTIES OF ABSOLUTE SUMMABILITY DOMAINS
- On weighted Beppo Levi functions–Integral representations and behavior at infinity
- LIMITATION AND INEFFECTIVENESS THEOREMS FOR GENERALISED NÖRLUND SUMMABILITY
- LIMITATION AND INEFFECTIVENESS THEOREMS FOR ABSOLUTE AND STRONG GENERALISED NÖRLUND SUMMABILITY
- NEIGHBORHOODS OF CONFORMAL AUTOMORPHISMS
- POSITIVE AND NEGATIVE DEFINITE FUNCTIONS ON THE DUAL SPACE OF A COMMUTATIVE HYPERGROUP
- On the Computation of Formal Fundamental Solutions of Linear Differential Equations at a Singular Point
- Author Index of Volume 9
- Instructions for Authors