39 citations · 50 across the 4 of their papers we have counts for
4 papers
math.CA2008★ 2 cited
A refinement of the inequality between arithmetic and geometric means
J. M. Aldaz
In this note we present a refinement of the AM-GM inequality, and then we estimate in a special case the typical size of the improvement.
math.CA2008★ 9 cited
Selfimprovemvent of the inequality between arithmetic and geometric means
J. M. Aldaz
We present a refinement, by selfimprovement, of the arithmetic geometric inequality.
math.CA2007★ 39 cited
A stability version of Hölder's inequality
J. M. Aldaz
We present a stability version of Hölder's inequality, incorporating an extra term that measures the deviation from equality. Applications are given.
math.CA2004
An example on the maximal function associated to a nondoubling measure
J. M. Aldaz
We show that there is a measure , defined on the hyperbolic plane and with polynomial growth, such that the centered maximal operator associated to does not satisfy weak typ…