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

MIA-13-23 |
» Singular integral inequalities and natural regularizations
(04/2010) |

JMI-04-34 |
» A good λ estimate for multilinear commutator of fractional integral on spaces of homogeneous type
(09/2010) |

JCA-01-07 |
» Generalized Stieltjes functions and their exact order
(07/2012) |

JMI-07-30 |
» The weighted estimate for the commutator of the generalized fractional integral
(09/2013) |

MIA-17-94 |
» Weighted estimates for vector-valued commutators of generalized fractional integrals
(10/2014) |

FDC-05-03 |
» An Opial-type integral inequality and exponentially convex functions
(06/2015) |

FDC-05-09 |
» Opial-type inequalities for fractional integral operator involving Mittag-Leffler function
(06/2015) |

MIA-18-119 |
» Applications of refined Hardy-type inequalities
(10/2015) |

DEA-08-14 |
» Existence and stability results for nonlinear implicit fractional differential equations with delay and impulses
(05/2016) |

MIA-19-71 |
» Fractional integrals on *B*_{σ}-weighted Morrey spaces
(07/2016) |

JMI-10-53 |
» Weighted norm inequalities for Toeplitz type operator associated to singular integral operator with non-smooth kernel
(09/2016) |

JMI-10-82 |
» Generalized Opial-type inequalities for differential and integral operators with special kernels in fractional calculus
(12/2016) |

JMI-10-93 |
» Toeplitz type operators associated to singular integral with variable kernel on weighted Morrey spaces
(12/2016) |

MIA-20-58 |
» Characterizations of boundedness for generalized fractional integrals on martingale Morrey spaces
(10/2017) |

JMI-12-24 |
» Cauchy and Pólya-Szegö type inequalities involving two linear isotonic functionals
(06/2018) |

MIA-22-41 |
» Boundedness of generalized Riesz potentials of functions in Morrey spaces *L*^{(1,φ;κ)}(G) over non-doubling measure spaces
(04/2019) |

MIA-22-44 |
» Commutators of fractional integrals on martingale Morrey spaces
(04/2019) |

MIA-23-94 |
» Two-weighted inequalities for the fractional integral associated to the Schrödinger operator
(10/2020) |