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Showing 1-11 of 11 results

  1. A Bessel collocation method for solving Bratu’s problem

    In the present paper, we design a Bessel collocation method for solving one-dimensional nonlinear Bratu’s boundary value problem. Two numerical...

    Pradip Roul, V. M. K. Prasad Goura in Journal of Mathematical Chemistry
    Article 19 June 2020

  2. A sixth order optimal B-spline collocation method for solving Bratu’s problem

    In this paper, we describe an optimal B-spline collocation method to solve one-dimensional non-linear Bratu problem. Convergence result of the method...

    Pradip Roul, V. M. K. Prasad Goura in Journal of Mathematical Chemistry
    Article 13 February 2020

  3. A new spectral collocation method for solving Bratu-type equations using Genocchi polynomials

    In this paper, we have introduced a new Genocchi polynomial approximation method for solving Bratu-type equations arising in Engineering. With the...

    G. Swaminathan, G. Hariharan, ... S. Bharatwaja in Journal of Mathematical Chemistry
    Article 08 July 2021

  4. An efficient family of Chebyshev–Halley’s methods for system of nonlinear equations

    We suggest a new high-order family of iterative schemes for obtaining the solutions of nonlinear systems. The present scheme is an improvisation and...

    Ramandeep Behl in Journal of Mathematical Chemistry
    Article 02 March 2020

  6. An iterative technique for solving a class of local and nonlocal elliptic boundary value problems

    An optimal iterative method is proposed for a reliable solution of a class of Bratu-type, Troesch’s and nonlocal elliptic boundary value problems...

    Randhir Singh in Journal of Mathematical Chemistry
    Article 17 July 2020

  8. Uniform Haar wavelet technique with Newton’s method for a kind of derivative dependent SBVPs

    This work deals with the construction of a coupled technique, uniform Haar wavelet and Newton–Raphson method for a kind (Lane–Emden–Fowler type) of...

    Swati, Mandeep Singh, Karanjeet Singh in Journal of Mathematical Chemistry
    Article 16 May 2021

  9. An optimal iterative algorithm for solving Bratu-type problems

    Very Recently, Das et al. (J Math Chem 54:527–551, 2016 ) proposed a method based on variational iteration method for solving Bratu-type problems. In...

    Pradip Roul, Harshita Madduri in Journal of Mathematical Chemistry
    Article 25 October 2018

  10. An algorithm based on the variational iteration technique for the Bratu-type and the Lane–Emden problems

    In this paper, a new algorithm for the numerical solution of the Bratu-type and the Lane–Emden problems with boundary conditions is presented. The...

    Nilima Das, Randhir Singh, ... Jitendra Kumar in Journal of Mathematical Chemistry
    Article 12 November 2015

  11. The variational spline method for solving Troesch’s problem

    In this paper we present a variational approximation method for solving Troesch’s problem. The existence and the uniqueness of this problem are...

    A. Kouibia, M. Pasadas, ... A. Hananel in Journal of Mathematical Chemistry
    Article 30 December 2014
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