AbstractBy using an extension of the Furuta inequality and following Kosaki's nice technique, we show generalizations of trace inequalities by Kosaki and related trace inequalities on chaotic order (i.e., log A ⩾ log B)
The chaotic order A ≫ B among positive invertible operators on a Hilbert space is introduced b...
In this paper, we study the existence of solutions of some Pedersen-Takesaki type operator equations...
AbstractIn this paper we characterize operator order A⩾B⩾O and chaotic operator order log A⩾logB for...
AbstractBy using an extension of the Furuta inequality and following Kosaki's nice technique, we sho...
Abstract. Uchiyama gave a generalization of the grand Furuta inequality and Furuta discussed it base...
A characterization of chaotic order is given by using generalized Furuta inequality and its applica...
AbstractThe chaotic order A≫B among positive invertible operators A,B>0 on a Hilbert space is introd...
Abstract. We showed characterizations of chaotic order via Kantorovich inequality in our previous pa...
AbstractAs a continuation of preceding notes, we discuss Furuta's inequality under the “chaotic orde...
The chaotic order A ≫ B among positive invertible operators on a Hilbert space is introduced b...
Abstract: In this paper we show that the well-known Furuta inequality can be expressed in countable ...
The chaotic order A À B among positive invertible operators on a Hilbert space is introduced by logA...
is introduced by logA ≥ logB. Using Uchiyama’s method and Furuta’s Kantorovich-type inequality, we w...
The chaotic order A ≫ B among positive invertible operators on a Hilbert space is introduced b...
AbstractLet A and B be positive operators and p, α, s ⩾ 0. Assume either (1) A ⩾ B and β ⩾ max−½(p +...
The chaotic order A ≫ B among positive invertible operators on a Hilbert space is introduced b...
In this paper, we study the existence of solutions of some Pedersen-Takesaki type operator equations...
AbstractIn this paper we characterize operator order A⩾B⩾O and chaotic operator order log A⩾logB for...
AbstractBy using an extension of the Furuta inequality and following Kosaki's nice technique, we sho...
Abstract. Uchiyama gave a generalization of the grand Furuta inequality and Furuta discussed it base...
A characterization of chaotic order is given by using generalized Furuta inequality and its applica...
AbstractThe chaotic order A≫B among positive invertible operators A,B>0 on a Hilbert space is introd...
Abstract. We showed characterizations of chaotic order via Kantorovich inequality in our previous pa...
AbstractAs a continuation of preceding notes, we discuss Furuta's inequality under the “chaotic orde...
The chaotic order A ≫ B among positive invertible operators on a Hilbert space is introduced b...
Abstract: In this paper we show that the well-known Furuta inequality can be expressed in countable ...
The chaotic order A À B among positive invertible operators on a Hilbert space is introduced by logA...
is introduced by logA ≥ logB. Using Uchiyama’s method and Furuta’s Kantorovich-type inequality, we w...
The chaotic order A ≫ B among positive invertible operators on a Hilbert space is introduced b...
AbstractLet A and B be positive operators and p, α, s ⩾ 0. Assume either (1) A ⩾ B and β ⩾ max−½(p +...
The chaotic order A ≫ B among positive invertible operators on a Hilbert space is introduced b...
In this paper, we study the existence of solutions of some Pedersen-Takesaki type operator equations...
AbstractIn this paper we characterize operator order A⩾B⩾O and chaotic operator order log A⩾logB for...
DOI
Add to ORKG