Developed Matrix inequalities via Positive Multilinear Mappings

Abstract

Utilizing the notion of positive multilinear mappings, we give some matrix inequalities. In particular, Choi--Davis--Jensen and Kantorovich type inequalities including positive multilinear mappings are presented.

References in corpus (1)

• Non-commutative Callebaut inequality

Cited by in corpus (3)

• Decomposition of tracial positive maps and applications in quantum information
• New constraints on quantum foam models from X-ray and gamma-ray observations of distant quasars
• Jointly convex mappings related to the Lieb's functional and Minkowski type operator inequalities