MIA-06-48 |
» Specht ratio *S*(1) can be expressed by Kantorovich constant *K*(*p*) : *S*(1)= exp[*K'*(1)] and its application
(07/2003) |

MIA-08-48 |
» Kantorovich type reverse inequalities for operator norm
(07/2005) |

MIA-09-66 |
» Bounds for the ratio and difference between parallel sum and series via Mond-Pečarić method
(10/2006) |

JMI-05-47 |
» Refined Young inequality with Kantorovich constant
(12/2011) |

JMI-08-56 |
» Operator inequalities involving the arithmetic, geometric, Heinz and Heron means
(12/2014) |

JMI-10-44 |
» Improved Young and Heinz inequalities with the Kantorovich constant
(06/2016) |

JMI-10-58 |
» Reverses and variations of Young's inequalities with Kantorovich constant
(09/2016) |

JMI-11-02 |
» Some refinements of operator inequalities for positive linear maps
(03/2017) |

JMI-11-27 |
» Improved Jensen-type inequalities via linear interpolation and applications
(06/2017) |

OaM-12-64 |
» The new reverses of Young type inequalities for numbers, operators and matrices
(12/2018) |

JMI-13-04 |
» A reverse of Young inequality
(03/2019) |

JMI-15-19 |
» On the operator Aczél inequality and its reverse
(03/2021) |