2 citations · 2 across the 1 of their papers we have counts for
2 papers
math.OA2018
On the symmetrized arithmetic-geometric mean inequality for opertors
Wafaa Albar, Marius Junge, Mingyu Zhao
We study the symmetrized noncommutative arithmetic geometric mean inequality introduced(AGM) by Recht and Ré $$ \|\frac{(n-d)!}{n!}\sum\limits_{ j_1,...,j_d \mbox{ different} }A_{j…
math.OA2017★ 2 cited
Noncommutative versions of the arithmetic-geometric mean inequality
Wafaa Albar, Marius Junge, Mingyu Zhao
Recht and Ré introduced the noncommutative arithmetic geometric mean inequality (NC-AGM) for matrices with a constant depending on the degree and the dimension . In this pap…