MIA-01-08 |
» An upper bound for the zeros of the cylinder function *C*_{v}(*x*)
(01/1998) |

MIA-02-21 |
» Inequalities for the zeros of the associated ultraspherical polynomials
(04/1999) |

MIA-07-56 |
» Hardy's inequality for Jacobi expansions
(10/2004) |

OaM-01-18 |
» Refinements on the interlacing of eigenvalues of certain totally nonnegative matrices
(06/2007) |

OaM-04-29 |
» On *L*^{2}-eigenfunctions of Twisted Laplacian on curved surfaces and suggested orthogonal polynomials
(12/2010) |

MIA-15-12 |
» An integral inequality for *n*-convex functions
(01/2012) |

JCA-01-01 |
» The asymptotics of the Mittag-Leffler polynomials
(07/2012) |

JCA-03-02 |
» Generalizations and specializations of generating functions for Jacobi, Gegenbauer, Chebyshev and Legendre polynomials with definite integrals
(07/2013) |

JCA-03-05 |
» New matrix formulas for Laguerre matrix polynomials
(07/2013) |

MIA-16-86 |
» A note on the Hermite numbers and polynomials
(10/2013) |

JCA-04-11 |
» On a family of multivariable polynomials defined through Rodrigues type formula
(04/2014) |

JMI-09-63 |
» Two-dimensional analogy of the Korous inequality
(09/2015) |

MIA-19-04 |
» Hardy's type inequality for the over critical exponent associated with the Dunkl transform
(01/2016) |

JCA-08-06 |
» A note on degenerate Hermite poly-Bernoulli numbers and polynomials
(01/2016) |

JCA-09-08 |
» Bounds for Extreme Zeros of Quasi-orthogonal Ultraspherical Polynomials
(07/2016) |

JCA-11-08 |
» The power collection method for connection relations: Meixner polynomials
(10/2017) |

MIA-22-26 |
» Inequalities involving Gegenbauer polynomials and their tangent lines
(01/2019) |

MIA-22-49 |
» New convolutions weighted by Hermite functions and their applications
(04/2019) |

JCA-15-10 |
» 2D-Sheffer-Mittag-Leffler polynomials: properties and examples
(10/2019) |

OaM-13-75 |
» The matrix Toda equations for coefficients of a matrix three-term recurrence relation
(12/2019) |

JMI-13-70 |
» The Szegö-Markov-Bernstein inequalities and barycentric representations of the osculatory interpolating operators for classical iterated weights
(12/2019) |