IMAL   13325
INSTITUTO DE MATEMATICA APLICADA DEL LITORAL "DRA. ELEONOR HARBOURE"
Unidad Ejecutora - UE
artículos
Título:
The structure of increasing weights on the real line
Autor/es:
LILIANA FORZANI; MALDONADO, D.; D. CRUZ-URIBE SFO
Revista:
Houston Journal of Mathematics
Referencias:
Año: 2008 p. 1 - 1
ISSN:
0362-1588
Resumen:
We examine the structure of a variety of related weight classes on
the real line and the positive real axis: doubling measures, Ap weights, the Bp
weights of Arino and Muckenhoupt, and 2 Young functions. We give a number of
characterizations of these classes. As applications we compute the Matuszewska-
Orlicz indices of a Young function due to Lindberg [27], give a sufficient condition
for a function m to be a multiplier of the doubling measures on R+ and answer a
question on quasi-symmetric mappings raised by the first author in [4].