MIA-01-25 |
» Inequalities for norms of some integral operators
(04/1998) |

MIA-06-39 |
» Reversion of Hölder type inequalities for sums of weighted norms and additive weighted estimates of integral operators
(07/2003) |

MIA-07-25 |
» Inequalities Involving Certain Families of Integral and Convolution Operators
(04/2004) |

MIA-12-65 |
» Asymptotic estimates for approximation numbers of the Hardy operator in *Q*-Banach spaces
(10/2009) |

MIA-12-71 |
» Alternative criteria for the boundedness of Volterra integral operators in Lebesgue spaces
(10/2009) |

JMI-04-26 |
» Sufficient conditions for integral operator defined by Bessel functions
(06/2010) |

MIA-13-34 |
» Kernel operators with variable intervals of integration in Lebesgue spaces and applications
(07/2010) |

JMI-04-53 |
» Mapping properties of some classes of analytic functions under an integral operator
(12/2010) |

MIA-16-39 |
» Norm inequalities for some one-sided operators
(04/2013) |

JMI-07-49 |
» New results related to the convexity of the Bernardi integral operator
(09/2013) |

JCA-05-05 |
» Some sufficient conditions for the univalence of an integral operator
(07/2014) |

JMI-09-62 |
» Univalency of a nonlinear integral operator of analytic functions
(09/2015) |

MIA-18-115 |
» Jackson kernels: a tool for analysing the decay of eigenvalue sequences of integral operators on the sphere
(10/2015) |

MIA-19-58 |
» Multidimensional extensions of Pólya-Knopp-type inequalities over spherical cones
(07/2016) |

JMI-10-62 |
» Some new Hardy-type inequalities in *q*-analysis
(09/2016) |

FDC-07-18 |
» Solvability of a non-local problem with integral gluing condition for mixed type equation with Erdelyi-Kober operators
(12/2017) |

OaM-14-39 |
» Boundary integral formulations of eigenvalue problems for elliptic differential operators with singular interactions and their numerical approximation by boundary element methods
(09/2020) |

MIA-25-67 |
» Rubio de Francia extrapolation results for grand Lebesgue spaces defined on sets having possibly infinite measure
(10/2022) |