TY  - Type of reference 
TI  - Weighted estimates for operators associated to the Bergman-Besov kernels 
AU  - David Békollè 
AU  - Adriel R. Keumo 
AU  - Edgar L. Tchoundja 
AU  - Brett D. Wick 
AB  - We characterize the weights for which we have the boundedness of standard weighted integral operators induced by the Bergman-Besov kernels acting between two weighted Lebesgue classes on the unit ball of ℂN in terms of Békollè - Bonami type condition on the weights. To accomplish this we employ the proof strategy originated by Békollè. 
DO  - 10.21494/ISTE.OP.2022.0838 
JF  - Advances in Pure and Applied Mathematics 
KW  - Bergman-Besov space,  weighted inequalities,  Bergman-Besov projection, Bergman-Besov space,  weighted inequalities,  Bergman-Besov projection,  
L1  - http://www.openscience.fr/IMG/pdf/iste_apam22v13n3_2.pdf 
LA  - en 
PB  - ISTE OpenScience 
DA  - 2022/06/1 
SN  - 1869-6090 
TT  - Estimations pondérées pour les opérateurs associés aux noyaux de Bergman-Besov 
UR  - http://www.openscience.fr/Weighted-estimates-for-operators-associated-to-the-Bergman-Besov-kernels 
IS  - Issue 3 (June 2022) 
VL  - 13 
ER  -