[1] Horn R A, Zhan X. Inequalities for C-S seminorms and Lieb functions. Linear Algebra Appl, 1999, 291(1-3):103-113 [2] Albadawi H. Hölder-type inequalities involving unitarily invariant norms. Positivity, 2012, 16(2):255-270 [3] Bourin J C. Matrix subadditivity inequalities and block-matrices. Int J Math, 2009, 20(6):679-691 [4] Hayajneh S, Kittaneh F. Lieb-thirring trace inequalities and a question of Bourin. J Math Phys, 2013, 54:033504 [5] Bhatia R. Trace inequalities for product of positive definite matrices. J Math Phys, 2014, 55:013509 [6] Yousef A, Sababheh M, Khalil R. Operator-norm inequalities and interpolated trace inequalities. Linear Multilinear Algebra, 2015, 63(3):455-465 [7] Alakhrass M. Inequalities related to Heinz mean. Linear Multilinear Algebra, 2016, 64(8):1562-1569 [8] Lee E Y. Rotfel'd type inequalities for norms. Linear Algebra Appl, 2010, 433(3):580-584 [9] Bourin J C, Uchiyama M. A matrix subadditivity inequality for f (A + B) and f (A) + f (B). Linear Algebra Appl, 2007, 423(2-3):512-518 [10] Bhatia R. Matrix Analysis. New York:Springer, 1997 [11] Hiai F, Zhan X. Inequalities involving unitarily invariant norms and operator monotone functions. Linear Algebra Appl, 2002, 341(1-3):151-169 [12] Lee E Y. How to compare the absolute values of operator sums and the sums of absolute values? Oper Matrices, 2012, 6(3):613-619 [13] Kittaneh F, Manasrah Y. Improved Young and Heinz inequalities for matrices. J Math Anal Appl, 2010, 361(1):262-269 |