- DUNFORDPETTIS OPERATORS ON L 1 AND THE COMPLETE CONTINUITY PROPERTY
- NOWHERE WEAK DIFFERENTIABILITY OF THE PETTIS INTEGRAL
- COMPACTNESS IN L1, DUNFORD-PETTIS OPERATORS, GEOMETRY OF BANACH SPACES
- INTEGRAL OPERATORS WITH OPERATORVALUED KERNELS MARIA GIRARDI AND LUTZ WEIS
- AN APPLICATION OF A PISIER FACTORIZATION THEOREM TO THE PETTIS INTEGRAL
- FROM WEAK TO STRONG TYPES OF E CONVERGENCE BY THE BOCCECRITERION
- DUAL BANACH SPACES WHICH CONTAIN AN ISOMETRIC COPY OF L 1
- BANACH SPACES WHICH ADMIT A NORM WITH THE UNIFORM KADECKLEE PROPERTY
- COMPACTNESS IN L 1 , DUNFORDPETTIS OPERATORS, GEOMETRY OF BANACH SPACES
- THE COMPLETE CONTINUITY PROPERTY AND FINITE DIMENSIONAL DECOMPOSITIONS
- THE DUAL OF THE JAMES TREE SPACE IS ASYMPTOTICALLY UNIFORMLY CONVEX
- Criteria for Rboundedness of operator families # MARIA GIRARDI +
- OPERATOR-VALUED MARTINGALE TRANSFORMS AND R-BOUNDEDNESS MARIA GIRARDI AND LUTZ WEIS
- OPERATOR-VALUED FOURIER HAAR MULTIPLIERS MARIA GIRARDI
- A NEW CLASS OF UNBALANCED HAAR WAVELETS THAT FORM AN UNCONDITIONAL BASIS FOR L p ON GENERAL MEASURE SPACES
- Math. Nachr. [to appear] (2002), 0 0 Operator-valued Fourier multiplier theorems on Besov spaces
- VECTORVALUED EXTENSIONS OF SOME CLASSICAL THEOREMS
- Contemporary Mathematics Volume 00, 0000
- ON VARIOUS MODES OF SCALAR CONVERGENCE IN L0(X) S. J. Dilworth
- Math. Nachr. [to appear] (2002), 0 --0 Operatorvalued Fourier multiplier theorems on Besov spaces
- WEAK VS. NORM COMPACTNESS IN L1: THE BOCCE CRITERION
- OPERATORVALUED MARTINGALE TRANSFORMS AND RBOUNDEDNESS MARIA GIRARDI AND LUTZ WEIS
- DENTABILITY, TREES, AND DUNFORD-PETTIS OPERATORS ON L1
- NOWHERE WEAK DIFFERENTIABILITY OF THE PETTIS INTEGRAL
- ON VARIOUS MODES OF SCALAR CONVERGENCE IN L 0 (X) S. J. Dilworth + and Maria Girardi + *
- DUAL BANACH SPACES WHICH CONTAIN AN ISOMETRIC COPY OF L1
- WEAK VS. NORM COMPACTNESS IN L 1 : THE BOCCE CRITERION
- Contemporary Mathematics Volume 00, 0000
- THE COMPLETE CONTINUITY PROPERTY AND FINITE DIMENSIONAL DECOMPOSITIONS
- INTEGRAL OPERATORS WITH OPERATOR-VALUED KERNELS MARIA GIRARDI AND LUTZ WEIS
- VECTOR-VALUED EXTENSIONS OF SOME CLASSICAL THEOREMS
- ERRATA CORRECTION TO DENTABILITY, TREES, AND DUNFORD-PETTIS OPERATORS ON L1
- DUNFORD-PETTIS OPERATORS ON L1 AND THE COMPLETE CONTINUITY PROPERTY
- OPERATOR-VALUED MARTINGALE TRANSFORMS AND R-BOUNDEDNESS MARIA GIRARDI AND LUTZ WEIS
- VECTOR-VALUED EXTENSIONS OF SOME CLASSICAL THEOREMS
- ERRATA CORRECTION TO DENTABILITY, TREES, AND DUNFORD-PETTIS OPERATORS ON L1
- GEOMETRY OF BANACH SPACES AND BIORTHOGONAL SYSTEMS
- COMPACTNESS IN L1, DUNFORD-PETTIS OPERATORS, GEOMETRY OF BANACH SPACES
- THE COMPLETE CONTINUITY PROPERTY AND FINITE DIMENSIONAL DECOMPOSITIONS
- OPERATORVALUED FOURIER MULTIPLIER THEOREMS ON L p (X) AND GEOMETRY OF BANACH SPACES
- UNIVERSAL NONCOMPLETELYCONTINUOUS OPERATORS Maria Girardi* # and William B. Johnson #
- GEOMETRY OF BANACH SPACES AND BIORTHOGONAL SYSTEMS
- OPERATOR-VALUED FOURIER MULTIPLIER THEOREMS ON Lp(X) AND GEOMETRY OF BANACH SPACES
- Criteria for R-boundedness of operator families MARIA GIRARDI
- THE DUAL OF THE JAMES TREE SPACE IS ASYMPTOTICALLY UNIFORMLY CONVEX
- A NEW CLASS OF UNBALANCED HAAR WAVELETS THAT FORM AN UNCONDITIONAL BASIS FOR Lp ON GENERAL MEASURE SPACES
- AN APPLICATION OF A PISIER FACTORIZATION THEOREM TO THE PETTIS INTEGRAL
- BANACH SPACES WHICH ADMIT A NORM WITH THE UNIFORM KADEC-KLEE PROPERTY
- BOUNDING ZEROS OF H2 FUNCTIONS VIA CONCENTRATIONS
- FROM WEAK TO STRONG TYPES OF E-CONVERGENCE BY THE BOCCE-CRITERION
- ERRATA CORRECTION TO DENTABILITY, TREES, AND DUNFORDPETTIS OPERATORS ON L 1
- GEOMETRY OF BANACH SPACES AND BIORTHOGONAL SYSTEMS
- UNIVERSAL NON-COMPLETELY-CONTINUOUS OPERATORS Maria Girardi*
- WEAK VS. NORM COMPACTNESS IN L1: THE BOCCE CRITERION
- Criteria for R-boundedness of operator families* MARIA GIRARDIy
- ON VARIOUS MODES OF SCALAR CONVERGENCE IN L0(X) S. J. Dilworthy and Maria Girardi y*
- AN APPLICATION OF A PISIER FACTORIZATION THEOREM TO THE PETTIS INTEGRAL
- Math. Nachr. [to appear] (2002), 0 -0 Operator-valued Fourier multiplier theorems on Besov spaces
- DUAL BANACH SPACES WHICH CONTAIN AN ISOMETRIC COPY OF L1
- DUNFORD-PETTIS OPERATORS ON L1 AND THE COMPLETE CONTINUITY PROPERTY
- INTEGRAL OPERATORS WITH OPERATOR-VALUED KERNELS MARIA GIRARDI AND LUTZ WEIS
- UNIVERSAL NON-COMPLETELY-CONTINUOUS OPERATORS Maria Girardi*z and William B. Johnson*
- NOWHERE WEAK DIFFERENTIABILITY OF THE PETTIS INTEGRAL
- BOUNDING ZEROS OF H2 FUNCTIONS VIA CONCENTRATIONS
- THE DUAL OF THE JAMES TREE SPACE IS ASYMPTOTICALLY UNIFORMLY CONVEX
- BOUNDING ZEROS OF H 2 FUNCTIONS VIA CONCENTRATIONS
- DENTABILITY, TREES, AND DUNFORDPETTIS OPERATORS ON L 1
- FROM WEAK TO STRONG TYPES OF L1E-CONVERGENCE BY THE BOCCE-CRITERION
- ContemporaryVMathematicsolume 00, 0000 Bochner vs. Pettis norm: examples and results
- DENTABILITY, TREES, AND DUNFORD-PETTIS OPERATORS ON L1
- Abstract.Given a complete separable oe-finite measure space (X, , ~) and * partitions of X, we construct unbalanced Haar-like wavelets on X that form*
- OPERATOR-VALUED FOURIER HAAR MULTIPLIERS MARIA GIRARDI
- OPERATOR-VALUED FOURIER MULTIPLIER THEOREMS ON Lp(X) AND GEOMETRY OF BANACH SPACES
- BANACH SPACES WHICH ADMIT A NORM WITH THE UNIFORM KADEC-KLEE PROPERTY
