A strong version of the Birkhoff--James orthogonality in Hilbert -modules
L Arambšić, R Rajić - Annals of functional analysis, 2014 - projecteuclid.org
In this paper we introduce a strong version of the Birkhoff--James orthogonality in Hilbert $
C^* $-modules. More precisely, we consider elements $ x $ and $ y $ of a Hilbert $ C …
C^* $-modules. More precisely, we consider elements $ x $ and $ y $ of a Hilbert $ C …
[引用][C] A strong version of the Birkhoff--James orthogonality in Hilbert -modules
L Arambšić, R Rajić - Annals of Functional Analysis, 2014 - cir.nii.ac.jp
A strong version of the Birkhoff--James orthogonality in Hilbert $C^*$-modules | CiNii
Research CiNii 国立情報学研究所 学術情報ナビゲータ[サイニィ] 詳細へ移動 検索フォームへ移動 …
Research CiNii 国立情報学研究所 学術情報ナビゲータ[サイニィ] 詳細へ移動 検索フォームへ移動 …
[PDF][PDF] A STRONG VERSION OF THE BIRKHOFF–JAMES ORTHOGONALITY IN HILBERT C-MODULES
L ARAMBAŠIC, R RAJIC - Ann. Funct. Anal, 2014 - sid.ir
In this paper we introduce a strong version of the Birkhoff–James orthogonality in Hilbert C∗-
modules. More precisely, we consider elements x and y of a Hilbert C∗-module V over a C∗ …
modules. More precisely, we consider elements x and y of a Hilbert C∗-module V over a C∗ …
[PDF][PDF] A STRONG VERSION OF THE BIRKHOFF–JAMES ORTHOGONALITY IN HILBERT C-MODULES
L ARAMBAŠIC, R RAJIC - Ann. Funct. Anal, 2014 - emis.muni.cz
In this paper we introduce a strong version of the Birkhoff–James orthogonality in Hilbert C∗-
modules. More precisely, we consider elements x and y of a Hilbert C∗-module V over a C∗ …
modules. More precisely, we consider elements x and y of a Hilbert C∗-module V over a C∗ …
[PDF][PDF] A STRONG VERSION OF THE BIRKHOFF–JAMES ORTHOGONALITY IN HILBERT C-MODULES
L ARAMBAŠIC, R RAJIC - Ann. Funct. Anal, 2014 - gwdg.de
In this paper we introduce a strong version of the Birkhoff–James orthogonality in Hilbert C∗-
modules. More precisely, we consider elements x and y of a Hilbert C∗-module V over a C∗ …
modules. More precisely, we consider elements x and y of a Hilbert C∗-module V over a C∗ …
[PDF][PDF] A STRONG VERSION OF THE BIRKHOFF–JAMES ORTHOGONALITY IN HILBERT C-MODULES
L ARAMBAŠIC, R RAJIC - Ann. Funct. Anal, 2014 - emis.de
In this paper we introduce a strong version of the Birkhoff–James orthogonality in Hilbert C∗-
modules. More precisely, we consider elements x and y of a Hilbert C∗-module V over a C∗ …
modules. More precisely, we consider elements x and y of a Hilbert C∗-module V over a C∗ …
A STRONG VERSION OF THE BIRKHOFF–JAMES ORTHOGONALITY IN HILBERT C-MODULES
L ARAMBAŠIC, R RAJIC - Ann. Funct. Anal, 2014 - projecteuclid.org
In this paper we introduce a strong version of the Birkhoff–James orthogonality in Hilbert C∗-
modules. More precisely, we consider elements x and y of a Hilbert C∗-module V over a C∗ …
modules. More precisely, we consider elements x and y of a Hilbert C∗-module V over a C∗ …
[PDF][PDF] A STRONG VERSION OF THE BIRKHOFF–JAMES ORTHOGONALITY IN HILBERT C-MODULES
L ARAMBAŠIC, R RAJIC - Ann. Funct. Anal, 2014 - emis.icm.edu.pl
In this paper we introduce a strong version of the Birkhoff–James orthogonality in Hilbert C∗-
modules. More precisely, we consider elements x and y of a Hilbert C∗-module V over a C∗ …
modules. More precisely, we consider elements x and y of a Hilbert C∗-module V over a C∗ …
A strong version of the Birkhoff-James orthogonality in Hilbert C*-modules
L Arambašić, R Rajić - Annals of functional analysis, 2014 - croris.hr
Sažetak In this paper we introduce a strong version of the Birkhoff–James orthogonality in
Hilbert C*-modules. We show that this relation can be described as the Birkhoff–James …
Hilbert C*-modules. We show that this relation can be described as the Birkhoff–James …
[PDF][PDF] A STRONG VERSION OF THE BIRKHOFF–JAMES ORTHOGONALITY IN HILBERT C-MODULES
L ARAMBAŠIC, R RAJIC - Ann. Funct. Anal, 2014 - researchgate.net
In this paper we introduce a strong version of the Birkhoff–James orthogonality in Hilbert C∗-
modules. More precisely, we consider elements x and y of a Hilbert C∗-module V over a C∗ …
modules. More precisely, we consider elements x and y of a Hilbert C∗-module V over a C∗ …