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Showing 1-20 of 43 results
  1. On Properties of an Entire Function That is a Generalization of the Wright Function

    In this paper, we examine properties of an entire function that is a generalization of the Wright function. Various representations, estimates, and...

    Article 26 September 2020
  2. On a module containment theorem of piecewise continuous almost periodic functions and its application

    This paper is concentrated on giving a module containment theorem for piecewise continuous almost periodic functions (pcap function for short). One...

    Article 11 December 2016
  3. Certain combinatoric Bernoulli polynomials and convolution sums of divisor functions

    It is known that certain convolution sums can be expressed as a combination of divisor functions and Bernoulli formula. One of the main goals in this...

    Daeyeoul Kim, Nazli Yildiz Ikikardes in Advances in Difference Equations
    Article Open access 08 November 2013
  4. On σ-type zero of Sheffer polynomials

    The main object of this paper is to investigate some properties of σ -type polynomials in one and two variables.

    MSC: 33C65, 33E99, 44A45, 46G25.

    Ajay K Shukla, Shrinivas J Rapeli, Pratik V Shah in Journal of Inequalities and Applications
    Article Open access 14 May 2013
  5. Bernoulli numbers, convolution sums and congruences of coefficients for certain generating functions

    In this paper, we study the convolution sums involving restricted divisor functions, their generalizations, their relations to Bernoulli numbers, and...

    Daeyeoul Kim, Aeran Kim, Ayyadurai Sankaranarayanan in Journal of Inequalities and Applications
    Article Open access 06 May 2013
  6. Bernoulli numbers and certain convolution sums with divisor functions

    Daeyeoul Kim, Aeran Kim, Nazli Yildiz Ikikardes in Advances in Difference Equations
    Article Open access 23 September 2013
  7. Orthogonal and diagonal dimension fluxes of hyperspherical function

    In this paper, we present the theoretical research results of certain characteristics of the generalized hyperspherical function with two degrees of...

    Dusko Letic, Nenad Cakic, ... Ivana Berkovic in Advances in Difference Equations
    Article Open access 01 March 2012
  8. Ramanujan’s enigmatic formula for the harmonic series

    We give a natural derivation of a formula of Ramanujan, described by B.C. Berndt as “enigmatic”, for the harmonic series.

    M. D. Hirschhorn in The Ramanujan Journal
    Article 11 November 2011
  9. Some certain properties of the generalized hypercubical functions

    In this article, the results of theoretical research of the generalized hypercube function by generalizing two known functions referring to the cube...

    Duško Letić, Nenad Cakić, ... Eleonora Desnica in Advances in Difference Equations
    Article Open access 06 December 2011
  10. A short proof for the sum formula and its generalization

    Minking Eie, Chuan-Sheng Wei in Archiv der Mathematik
    Article 01 October 2008
  11. Equivalence of \(n\)-point Gauss–Chebyshev rule and \(4n\)-point midpoint rule in computing the period of a Lotka–Volterra system

    Two integrals (3.6), (4.7) for the period of a periodic solution of the Lotka–Volterra system are presented in terms of two inverse functions of ...

    Shagi-Di Shih, Shue-Sum Chow in Advances in Computational Mathematics
    Article 10 October 2006
  12. Sur un théorème de P. Lelong pour les fonctions solutions d'une équation aux dérivées partielles elliptique

    L'objet principal de ce travail est de généraliser un résultat de P. Lelong d'après lequel certaines fonctions analytiques de deux groupes variables...

    Jean-Marc Hécart in Potential Analysis
    Article 01 November 2001
  13. On q-analogues of Riemann's zeta function

    In the paper, we introduce q -deformations of the Riemann zeta function, extend them to the whole complex plane, establish a q -counterpart of the T log T ...

    I. Cherednik in Selecta Mathematica
    Article 01 December 2001
  14. A New Method for Investigating Euler Sums

    Euler discovered a recursion formula for the Riemann zeta function evaluated at the even integers. He also evaluated special Dirichlet series whose...

    Ankur Basu, Tom M. Apostol in The Ramanujan Journal
    Article 01 December 2000
  15. Ouverts d"harmonicité pour les fonctions séparément harmoniques

    Let D ⊂ℝ N , G ⊂ℝ M be two open sets, E D and F G two compact sets which satisfy the condition (H) (that is a harmonic condition similar to Leja"s...

    Jean-Marc Hécart in Potential Analysis
    Article 01 September 2000
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