AbstractIn this paper we characterize operator order A⩾B⩾O and chaotic operator order log A⩾logB for positive and invertible operators A and B in terms of operator inequalities via the Furuta inequality and operator equalities due to the Douglas’s majorization and factorization. Related results are obtained, which include generalizations and characterizations of some well-known results
We consider estimates of Hardy and Littlewood for norms of operators on sequence spaces, and we appl...
AbstractLet Ai, i=1,…,4, be compact operators on a complex separable Hilbert space. We show that2sjA...
Very recently, Yamazaki has obtained an excellent generalization of Ando-Hiai inequality and a chara...
AbstractThe chaotic order A≫B among positive invertible operators A,B>0 on a Hilbert space is introd...
The chaotic order A ≫ B among positive invertible operators on a Hilbert space is introduced b...
The chaotic order A ≫ B among positive invertible operators on a Hilbert space is introduced b...
AbstractAs a continuation of preceding notes, we discuss Furuta's inequality under the “chaotic orde...
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...
The chaotic order A ≫ B among positive invertible operators on a Hilbert space is introduced b...
Abstract. Uchiyama gave a generalization of the grand Furuta inequality and Furuta discussed it base...
The chaotic order A À B among positive invertible operators on a Hilbert space is introduced by logA...
AbstractAndo and Hiai have obtained many excellent log majorization results for power means of posit...
AbstractAs a continuation of preceding notes, we discuss Furuta's inequality under the “chaotic orde...
AbstractThe chaotic order A≫B among positive invertible operators A,B>0 on a Hilbert space is introd...
We consider estimates of Hardy and Littlewood for norms of operators on sequence spaces, and we appl...
AbstractLet Ai, i=1,…,4, be compact operators on a complex separable Hilbert space. We show that2sjA...
Very recently, Yamazaki has obtained an excellent generalization of Ando-Hiai inequality and a chara...
AbstractThe chaotic order A≫B among positive invertible operators A,B>0 on a Hilbert space is introd...
The chaotic order A ≫ B among positive invertible operators on a Hilbert space is introduced b...
The chaotic order A ≫ B among positive invertible operators on a Hilbert space is introduced b...
AbstractAs a continuation of preceding notes, we discuss Furuta's inequality under the “chaotic orde...
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...
The chaotic order A ≫ B among positive invertible operators on a Hilbert space is introduced b...
Abstract. Uchiyama gave a generalization of the grand Furuta inequality and Furuta discussed it base...
The chaotic order A À B among positive invertible operators on a Hilbert space is introduced by logA...
AbstractAndo and Hiai have obtained many excellent log majorization results for power means of posit...
AbstractAs a continuation of preceding notes, we discuss Furuta's inequality under the “chaotic orde...
AbstractThe chaotic order A≫B among positive invertible operators A,B>0 on a Hilbert space is introd...
We consider estimates of Hardy and Littlewood for norms of operators on sequence spaces, and we appl...
AbstractLet Ai, i=1,…,4, be compact operators on a complex separable Hilbert space. We show that2sjA...
Very recently, Yamazaki has obtained an excellent generalization of Ando-Hiai inequality and a chara...
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