STRICT COMPLETELY POSITIVE MAPS BETWEEN LOCALLY -ALGEBRAS AND REPRESENTATIONS ON HILBERT MODULES

MARIA JOIŢA

doi:10.1112/S0024610702003411

Joiţa, Maria 2004. Tensor Products of Hilbert Modules Over Locally C *-Algebras. Czechoslovak Mathematical Journal, Vol. 54, Issue. 3, p. 727.

2005. Topological Algebras with Involution. Vol. 200, Issue. , p. 451.

Joiţa, Maria 2008. On representations associated with completely n-positive linear maps on pro-C *-algebras. Chinese Annals of Mathematics, Series B, Vol. 29, Issue. 1, p. 55.

Joiţa, Maria 2009. On tensor products of completely positive linear maps between pro-C*-algebras. Positivity, Vol. 13, Issue. 2, p. 307.

Maliev, I. N. and Pliev, M. A. 2011. Continuity of ring homomorphisms for local C*-algebras. Russian Mathematics, Vol. 55, Issue. 8, p. 28.

Heo, Jaeseong Ji, Un Cig and Kim, Young Yi 2013. α-COMPLETELY POSITIVE MAPS ON LOCALLY C*-ALGEBRAS, KREIN MODULES AND RADON-NIKODÝM THEOREM. Journal of the Korean Mathematical Society, Vol. 50, Issue. 1, p. 61.

Heo, Jaeseong Ji, Un Cig and Kim, Young Yi 2013. PROJECTIVE COVARIANT REPRESENTATIONS OF LOCALLY $C^*$-DYNAMICAL SYSTEMS. Taiwanese Journal of Mathematics, Vol. 17, Issue. 2,

Heo, Jaeseong 2014. α-completely positive maps of group systems and Krein module representations. Journal of Mathematical Analysis and Applications, Vol. 409, Issue. 1, p. 544.

Steen, N.M. Todorov, I.G. and Turowska, L. 2014. Local operator multipliers and positivity. Journal of Functional Analysis, Vol. 267, Issue. 1, p. 80.

Ay, Serdar and Gheondea, Aurelian 2015. Representations of ⁎-semigroups associated to invariant kernels with values adjointable operators. Linear Algebra and its Applications, Vol. 486, Issue. , p. 361.

Ay, Serdar and Gheondea, Aurelian 2017. Representations of $$\varvec{*}$$ ∗ -Semigroups Associated to Invariant Kernels with Values Continuously Adjointable Operators. Integral Equations and Operator Theory, Vol. 87, Issue. 2, p. 263.

Bhat, B.V. Rajarama Ghatak, Anindya and Pamula, Santhosh Kumar 2021. Stinespring’s theorem for unbounded operator valued local completely positive maps and its applications. Indagationes Mathematicae, Vol. 32, Issue. 2, p. 547.

Joiţa, Maria 2021. Completely positive maps of order zero on pro-𝐶∗-algebras. Forum Mathematicum , Vol. 33, Issue. 1, p. 29.

Joiţa, Maria 2021. Unbounded local completely positive maps of local order zero. Positivity, Vol. 25, Issue. 3, p. 1215.

Ay, Serdar 2022. Automatic Boundedness of Adjointable Operators on Barreled VH-Spaces. Complex Analysis and Operator Theory, Vol. 16, Issue. 1,

Joiţa, Maria 2022. Factorization properties for unbounded local positive maps. Indagationes Mathematicae, Vol. 33, Issue. 4, p. 905.

Amin, Bhumi and Golla, Ramesh 2024. Completely positive maps: pro-$$C^*$$-algebras and Hilbert modules over pro-$$C^*$$-algebras. Positivity, Vol. 28, Issue. 5,

Article contents

STRICT COMPLETELY POSITIVE MAPS BETWEEN LOCALLY $C^{*}$-ALGEBRAS AND REPRESENTATIONS ON HILBERT MODULES

Abstract

Access options

This article has been cited by the following publications. This list is generated based on data provided by Crossref.

Article contents

STRICT COMPLETELY POSITIVE MAPS BETWEEN LOCALLY $C^{*}$-ALGEBRAS AND REPRESENTATIONS ON HILBERT MODULES

Abstract

Access options

Save article to Kindle

Save article to Dropbox

Save article to Google Drive

Reply to: Submit a response

Your details

You have entered the maximum number of contributors

Conflicting interests