Operator equations AX+ YB= C and AXA∗+ BY B∗= C in Hilbert C∗-modules Z Mousavi, R Eskandari, MS Moslehian, F Mirzapour
Linear Algebra Appl 517, 85-98, 2017
11 2017 Operator equalities and characterizations of orthogonality in pre-Hilbert C*-modules R Eskandari, MS Moslehian, D Popovici
Proceedings of the Edinburgh Mathematical Society 64 (3), 594-614, 2021
7 2021 Positive solutions of the system of operator equations $ A_1X= C_1, XA_2= C_2, A_3XA^* _3= C_3, A_4XA^* _4= C_4 $ in Hilbert $ C^* $-modules R Eskandari, X Fang, MS Moslehian, Q Xu
The Electronic Journal of Linear Algebra 34, 381-388, 2018
7 2018 Operator equations AX+ YB= C and AXA⁎+ BYB⁎= C in Hilbert C⁎-modules Z Mousavi, R Eskandari, MS Moslehian, F Mirzapour
Linear Algebra and its Applications 517, 85-98, 2017
7 2017 More on (α, β)-normal operators in Hilbert spaces R Eskandari, F Mirzapour, A Morassaei
Abstract and Applied Analysis 2012, 1-11, 2012
6 2012 Extensions of the Lax–Milgram theorem to Hilbert -modules R Eskandari, M Frank, VM Manuilov, MS Moslehian
Positivity 24 (4), 1169-1180, 2020
3 2020 Pedersen–Takesaki operator equation and operator equation AX= B in Hilbert C⁎-modules R Eskandari, X Fang, MS Moslehian, Q Xu
Journal of Mathematical Analysis and Applications 521 (1), 126878, 2023
2 2023 B-spline interpolation problem in Hilbert C*-modules R Eskandari, M Frank, V Manuilov, MS Moslehian
arXiv preprint arXiv:2004.01444, 2020
2 2020 Hyperinvariant subspaces and quasinilpotent operators R Eskandari, F Mirzapour
Bulletin of the Iranian Mathematical Society 41 (4), 805-813, 2015
2 2015 Hilbert C∗ C^*‐module independence R Eskandari, J Hamhalter, VM Manuilov, MS Moslehian
Mathematische Nachrichten, 2024
2024 Real powers and logarithms of matrices F Mirzapour, R Eskandari
Journal of the Iranian Mathematical Society 4 (2), 95-104, 2023
2023 THE ROOTS OF ELEMENTS OF Aut (SH2) A Mirzapour, R Eskandari
OPERATORS AND MATRICES 17 (1), 153-166, 2023
2023 Pedersen--Takesaki operator equation in Hilbert -modules R Eskandari, X Fang, MS Moslehian, Q Xu
arXiv preprint arXiv:2111.12601, 2021
2021 Resolvent algebra of finite rank operators R Eskandari, F Mirzapour
Advances in Operator Theory 6, 1-13, 2021
2021 Author institution:(1) Department of Mathematics, Faculty of Science, Farhangian University, Tehran, Iran (2) Hochschule fuer Technik, Wirtschaft und Kultur (HTWK) Leipzig … R Eskandari, M Frank, VM Manuilov, MS Moslehian
Journal of Operator Theory 86 (2), 275-298, 2021
2021 Quasi-nilpotent Operators and Hyperinvariant Subspace Problem MB Asadi, R Eskandari
Bulletin of the Iranian Mathematical Society 45, 233-237, 2019
2019 Quasinilpotent operators and hyperinvariant subspace problem MB Asadi, R Eskandari
Bulletin of the Iranian Mathematical Society 44 (Springer (articles in press …, 2018
2018 On operators of Ap and A∗ p class R Eskandari, F Mirzapour, H Rahmatan
Hacettepe Journal of Mathematics and Statistics 43 (5), 741-746, 2014
2014 HYPERINVARIANT SUBSPACES AND C-EIGENVECTORS S OSANLOU, R ESKANDARI, F MIRZAPOOR
2013 INVARIANT SUBSPACES AND DIAGONALIZABLE OPEARORS R ESKANDARI, F MIRZAPOUR
2013