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  1. Implicit–explicit two–step peer methods with RK stability for implicit part

    We develop a new family of implicit–explicit (IMEX) schemes appropriate for dealing with the systems of differential equations including two...

    Mohammad Sharifi, Ali Abdi, ... Aida Mousavi in Numerical Algorithms
    Article 15 July 2024
  2. A moment approach for entropy solutions of parameter-dependent hyperbolic conservation laws

    We propose a numerical method to solve parameter-dependent scalar hyperbolic partial differential equations (PDEs) with a moment approach, based on a...

    Clément Cardoen, Swann Marx, ... Nicolas Seguin in Numerische Mathematik
    Article Open access 15 July 2024
  3. An innovative fourth-order numerical scheme with error analysis for Lane-Emden-Fowler type systems

    In this paper, we develop a novel higher-order compact finite difference scheme for solving systems of Lane-Emden-Fowler type equations. Our method...

    Nirupam Sahoo, Randhir Singh, Higinio Ramos in Numerical Algorithms
    Article 13 July 2024
  4. A note on Cline’s formula for some generalized inverses in a ring

    In this note, we generalize Cline’s formula for some new generalized inverses such as strong Drazin inverse, generalized strong Drazin inverse,...

    Article 13 July 2024
  5. Tchakaloff-like compression of QMC volume and surface integration on the union of balls

    We present an algorithm for Tchakaloff-like compression of quasi-Monte Carlo volume and surface integration on an arbitrary union of balls, via...

    G. Elefante, A. Sommariva, M. Vianello in Calcolo
    Article 12 July 2024
  6. Unconditional energy stability and maximum principle preserving scheme for the Allen-Cahn equation

    In this paper, we propose a novel fully implicit numerical scheme that satisfies both nonlinear energy stability and maximum principle for the space...

    Zhuangzhi Xu, Yayun Fu in Numerical Algorithms
    Article 12 July 2024
  7. Approximation of bivariate Lipschitz continuous functions by hidden variable fractal functions

    The crux of the present paper is approximation of bivariate Lipschitz continuous functions by hidden variable fractal functions. We propose the...

    Article 11 July 2024
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