OaM-02-08 |
» Numerical Radius Inequalities for Square-zero and Idempotent Operators
(03/2008) |

JMI-02-45 |
» Norm and numerical radius inequalities for a product of two linear operators in Hilbert spaces
(12/2008) |

OaM-04-05 |
» On operators with large self-commutators
(03/2010) |

OaM-04-14 |
» Operator radii and unitary operators
(06/2010) |

OaM-07-11 |
» The numerical radii of weighted shift matrices and operators
(03/2013) |

OaM-07-16 |
» Numerical radius and distance from unitary operators
(06/2013) |

MIA-18-68 |
» Numerical radius inequalities associated with the Cartesian decomposition
(07/2015) |

JMI-10-83 |
» Numerical radius inequalities for Hilbert space operators
(12/2016) |

MIA-20-38 |
» Bounds for the zeros of polynomials from numerical radius inequalities
(04/2017) |

OaM-11-69 |
» Lower bounds for the numerical radius
(12/2017) |

JMI-12-19 |
» Maximal numerical range of a compact set and applications to some Dragomir's inequalities
(03/2018) |

OaM-12-26 |
» Sharpening some classical numerical radius inequalities
(06/2018) |

JMI-12-33 |
» Some generalizations of numerical radius on off-diagonal part of *2 × 2* operator matrices
(06/2018) |

OaM-13-37 |
» Numerical radius inequalities related to the geometric means of negative power
(06/2019) |

MIA-22-83 |
» Operator inequalities via geometric convexity
(10/2019) |

JMI-13-68 |
» Further inequalities for the numerical radius of Hilbert space operators
(12/2019) |

OaM-14-08 |
» Some new operator inequalities
(03/2020) |

OaM-14-18 |
» On the numerical range and operator norm of *V*^{2}
(03/2020) |

MIA-23-55 |
» Operator norm and numerical radius analogues of Cohen's inequality
(04/2020) |

MIA-23-76 |
» Bounds of numerical radius of bounded linear operators using *t*-Aluthge transform
(07/2020) |

MIA-23-80 |
» New norm equalities and inequalities for certain operator matrices
(07/2020) |

MIA-23-85 |
» Cauchy-Schwarz type inequalities and applications to numerical radius inequalities
(07/2020) |

MIA-24-12 |
» Sharp inequalities for the numerical radius of Hilbert space operators and operator matrices
(01/2021) |

MIA-24-32 |
» Approximate ω-orthogonality and ω-derivation
(04/2021) |

OaM-15-29 |
» Sharp operator mean inequalities of the numerical radii
(06/2021) |

OaM-15-66 |
» On *m*-quasi-totally-(α,β)-normal operators
(09/2021) |

JMI-15-77 |
» A Chain of numerical radius inequalities in complex Hilbert space
(09/2021) |

MIA-24-71 |
» Numerical radius in Hilbert *C*^{✻}
(10/2021) |

OaM-15-81 |
» Generalized numerical radius and related inequalities
(12/2021) |

OaM-16-19 |
» Buzano, Kreĭn and Cauchy-Schwarz inequalities
(03/2022) |

JMI-16-22 |
» Further numerical radius inequalities
(03/2022) |

OaM-16-27 |
» Gaps between some spectral characteristics of direct sum of Hilbert space operators
(06/2022) |

JMI-16-31 |
» Some refinements of numerical radius inequalities for 2 × 2 operator matrices
(06/2022) |

JMI-16-39 |
» Some generalized numerical radius inequalities for Hilbert space operators
(06/2022) |

JMI-16-60 |
» Estimates for the numerical radius of *n × n* operator matrices
(09/2022) |

OaM-16-75 |
» Numerical radii of weighted shift operators using determinantal polynomials
(12/2022) |

JMI-16-106 |
» Interpolation inequalities of numerical radius
(12/2022) |

OaM-17-16 |
» Some refinements of real power form inequalities for convex functions via weak sub-majorization
(03/2023) |

JMI-17-19 |
» Some new numerical radius and Hilbert-Schmidt numerical radius inequalities for Hilbert space operators
(03/2023) |

MIA-26-27 |
» New orders among Hilbert space operators
(04/2023) |

OaM-17-50 |
» Further refinements of Davis-Wielandt radius inequalities
(09/2023) |

OaM-17-57 |
» Some inequalities related to numerical radius and distance from scalar operators in Hilbert spaces
(09/2023) |

JMI-17-64 |
» Numerical radius of products of special matrices
(09/2023) |

OaM-17-71 |
» Numerical radii of weighted shift matrices with palindromic weights using determinantal polynomials
(12/2023) |

OaM-18-05 |
» Inner product inequalities through Cartesian decomposition with applications to numerical radius inequalities
(03/2024) |

JMI-18-13 |
» Some improvements about numerical radius inequalities for Hilbert space operators
(03/2024) |

MIA-27-29 |
» On the numerical radius of an operator matrix
(04/2024) |