Holland提出的关于混合算术几何平均的猜想,最先被Kedlaya于1994年解决,后被Moud和PeSarid推广到混合幂平均.在本文中,我们给出了这个混合幂平均不等式的积分形式.
In 1994, Kedlaya proved a mixed A-G mean inequality conjectured by Holland, then Moud and Pecaric generalized the Kedlaya's result to mixed power mean. In this paper, we present the continuous analogue of Moud-Pecarid's inequality.