MIA-05-02 |
» Spherically symmetric functions with a convex second derivative and applications to extremal probabilistic problems
(01/2002) |

OaM-01-14 |
» Spectral continuity of *k*-th roots of hyponormal operators
(06/2007) |

JMI-01-19 |
» Strong convergence of Ishikawa iterative method for nonexpansive mappings in Hilbert spaces
(06/2007) |

MIA-12-14 |
» Sensitivity analysis for parametric completely generalized strongly nonlinear mixed implicit quasi-variational inclusions involving (*H*,*η*)-monotone mappings
(01/2009) |

JMI-03-02 |
» Grüss's inequality, its probabilistic interpretation, and a sharper bound
(03/2009) |

OaM-08-47 |
» On functional equations related to derivations and bicircular projections
(09/2014) |

OaM-09-43 |
» Maps on operators strongly preserving sharp order
(09/2015) |

OaM-11-32 |
» Inequalities for eigenvalues of compactly perturbed unitary operators
(06/2017) |

OaM-11-50 |
» Second regularized trace of a differential operator with second order unbounded operator coefficient given in a finite interval
(09/2017) |

OaM-12-19 |
» Some spectral properties of fourth order differential operator equation
(03/2018) |

MIA-22-04 |
» The exact constant for the *ℓ*_{1}-ℓ_{2} norm inequality
(01/2019) |

MIA-22-63 |
» *(A,m)*-Symmetric commuting tuples of operators on a Hilbert space
(07/2019) |

OaM-14-59 |
» Semi-smooth points in space of operators on Hilbert space
(12/2020) |

JMI-14-64 |
» New inequalities for rotor frames in Hilbert space
(12/2020) |

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

MIA-24-29 |
» Splitting of operators for frame inequalities
(04/2021) |

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

OaM-15-71 |
» One-sided star partial order preservers on *B*(*H*)
(09/2021) |

OaM-16-63 |
» Universally symmetric norming operators are compact
(12/2022) |

OaM-17-53 |
» On weaving frames in Hilbert spaces
(09/2023) |

JMI-17-75 |
» Further properties of 2-inner product spaces
(09/2023) |