TY  -  
T1  - Weak A_\infty weights and weak Reverse Hölder property in a space of homogeneous type 
SN  -  /  
UR  - http://hdl.handle.net/10138/313152 
T3  -  
A1  - Anderson, Theresa C.; Hytönen, Tuomas; Tapiola, Olli 
A2  -  
PB  -  
Y1  - 2017 
LA  - eng 
AB  - In the Euclidean setting, the Fujii-Wilson-type A(infinity) weights satisfy a reverse Holder inequality (RHI), but in spaces of homogeneous type the best-known result has been that A(infinity) weights satisfy only a weak reverse Holder inequality. In this paper, we complement the results of Hytonen, Perez and Rela and show that there exist both A(infinity) weights that do not satisfy an RHI and a genuinely weaker weight class that still satisfies a weak RHI. We also show that all the weights tha... 
VO  -  
IS  -  
SP  -  
OP  -  
KW  - 111 Mathematics 
N1  -   
PP  -  
ER  -