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Home / Vol 28/2019 no. 1

Vol 28/2019 no. 1

Showing all 13 results

  • On the stability of two functional equations arising in mathematical biology and theory of learning

    On the stability of two functional equations arising in mathematical biology and theory of learning

  • Some properties of the analytic functions with bounded radius rotation

    Some properties of the analytic functions with bounded radius rotation

  • Escape from solutions stagnation. A Study on Ant System solving TSP

    Escape from solutions stagnation. A Study on Ant System solving TSP

  • Some computational aspects of carbon nanocone using Q(G) operator, hexagonal network and probabilistic neural network

    Some computational aspects of carbon nanocone using Q(G) operator, hexagonal network and probabilistic neural network

  • On Wijsman asymptotically lacunary I-statistical equivalence of weight g of sequence of sets

    On Wijsman asymptotically lacunary I-statistical equivalence of weight g of sequence of sets

  • On solutions of functional equations with polynomial translations

    On solutions of functional equations with polynomial translations

  • Geometrical characteristics of the stability domain in the restricted problem of eight bodies

    Geometrical characteristics of the stability domain in the restricted problem of eight bodies

  • Some results on augmented Zagreb index of some trees and unicyclic graphs

    Some results on augmented Zagreb index of some trees and unicyclic graphs

  • On an open problem regarding the spectral radius of the derivatives of a function and of its iterates

    On an open problem regarding the spectral radius of the derivatives of a function and of its iterates

  • On the computation of the antiderivatives on R of a class of continuous periodic functions

    On the computation of the antiderivatives on R of a class of continuous periodic functions

  • Convergence of  derivative free iterative methods

    Convergence of derivative free iterative methods

  • Sequences interpolating some geometric inequalities

    Sequences interpolating some geometric inequalities

  • Hankel determinant for m-fold symmetric bi-univalent functions

    Hankel determinant for m-fold symmetric bi-univalent functions

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