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  1. Explicit MPC Solution Using Hasse Diagrams: Construction, Storage and Retrieval

    This chapter provides new methods for the construction, storage and retrieval of the explicit MPC solution in the case with quadratic cost and linear...
    Ştefan S. Mihai, Florin Stoican, Bogdan D. Ciubotaru in Difference Equations, Discrete Dynamical Systems and Applications
    Conference paper 2024
  2. On the Maxwell-wave equation coupling problem and its explicit finite-element solution

    It is well known that in the case of constant dielectric permittivity and magnetic permeability, the electric field solving the Maxwell’s equations...

    Larisa Beilina, Vitoriano Ruas in Applications of Mathematics
    Article Open access 22 June 2022
  3. Asymptotics of the Solution of an Initial–Boundary Value Problem for the One-Dimensional Klein–Gordon Equation on the Half-Line

    Abstract

    The initial–boundary value problem for the Klein–Gordon equation on the half-line is considered. It is possible to reduce to this problem...

    E. S. Smirnova in Mathematical Notes
    Article 24 October 2023
  4. Semi-implicit methods for advection equations with explicit forms of numerical solution

    We present a parametric family of semi-implicit second order accurate numerical methods for non-conservative and conservative advection equation for...

    Peter Frolkovič, Svetlana Krišková, ... Michal Žeravý in Japan Journal of Industrial and Applied Mathematics
    Article 29 August 2022
  5. One-Dimensional Variational Problems

    This chapter is devoted to one of the most classical classes of variational problems, the one-dimensional case.
    Filippo Santambrogio in A Course in the Calculus of Variations
    Chapter 2023
  6. On Solutions of the One-Dimensional Goldshtik Problem

    Abstract

    A one-dimensional analog of the Goldshtik mathematical model for separated flows in an incompressible fluid is considered. The model is a...

    O. V. Baskov, D. K. Potapov in Mathematical Notes
    Article 01 February 2024
  7. Singly TASE Operators for the Numerical Solution of Stiff Differential Equations by Explicit Runge–Kutta Schemes

    In this paper new explicit integrators for numerical solution of stiff evolution equations are proposed. As shown by Bassenne, Fu and Mani in (J...

    Manuel Calvo, Lin Fu, ... Luis Rández in Journal of Scientific Computing
    Article Open access 25 May 2023
  8. The Calculus of Variations for One-dimensional Problems

    The goal of this chapter is to study one-dimensional variational problems where one tries to minimize an integral functionalIntegral functional of...
    Chapter 2024
  9. Scattering Problem of Three One-Dimensional Quantum Particles. Case of Repulsive Coulomb Pair Potentials at Large Distances

    The present paper considers the quantum scattering problem for three one-dimensional particles with pair Coulomb repulsion potentials at large...

    A. M. Budylin, S. B. Levin in Journal of Mathematical Sciences
    Article 20 December 2023
  10. Solutions with moving singularities for a one-dimensional nonlinear diffusion equation

    The aim of this paper is to study singular solutions for a one-dimensional nonlinear diffusion equation. Due to slow diffusion near singular points,...

    Marek Fila, ** Takahashi, Eiji Yanagida in Mathematische Annalen
    Article Open access 08 May 2024
  11. One-Dimensional Stochastic Equations

    In this chapter we establish several stochastic equations for one-dimensional CBIprocesses. By considering a particular stochastic equation, we...
    Chapter 2022
  12. Numerical Analysis of the Blow-Up of One-Dimensional Polymer Fluid Flow with a Front

    Abstract

    One-dimensional flows of an incompressible viscoelastic polymer fluid that are qualitatively similar to the solutions of Burgers’ equation...

    L. S. Bryndin, B. V. Semisalov, ... V. P. Shapeev in Computational Mathematics and Mathematical Physics
    Article 01 January 2024
  13. The High-Order Variable-Coefficient Explicit-Implicit-Null Method for Diffusion and Dispersion Equations

    For the high-order diffusion and dispersion equations, the general practice of the explicit-implicit-null (EIN) method is to add and subtract an...

    Meiqi Tan, Juan Cheng, Chi-Wang Shu in Communications on Applied Mathematics and Computation
    Article 06 May 2024
  14. Statistical and transport properties of a one-dimensional random walk with periodically distributed trap** intervals

    Following the kind invitation of the organizers of the Fourth DinAmicI Day, I gave on December, 17, 2021, a talk concerning the study of a random...

    Article 07 October 2022
  15. Sharp Interface Limit for the One-dimensional Compressible Navier-Stokes/Allen-Cahn System with Composite Waves

    This paper is concerned with the sharp interface limit of Cauchy problem for the one-dimensional compressible Navier-Stokes/Allen-Cahn system with a...

    Ya-zhou Chen, Yi Peng, **ao-ding Shi in Acta Mathematicae Applicatae Sinica, English Series
    Article 01 June 2024
  16. Ritz-type projectors with boundary interpolation properties and explicit spline error estimates

    In this paper we construct Ritz-type projectors with boundary interpolation properties in finite dimensional subspaces of the usual Sobolev space and...

    Espen Sande, Carla Manni, Hendrik Speleers in Numerische Mathematik
    Article Open access 03 May 2022
  17. One-Dimensional Finite-Gap Schrödinger Operators As a Limit of Commuting Difference Operators

    Abstract

    In this paper we show that the one-dimensional finite-gap Schrödinger operator can be obtained via passage to the limit from a second-order...

    G. S. Mauleshova, A. E. Mironov in Doklady Mathematics
    Article 01 August 2023
  18. Gap Labelling for Discrete One-Dimensional Ergodic Schrödinger Operators

    In this survey, we give an introduction to and proof of the gap labelling theorem for discrete one-dimensional ergodic Schrödinger operators via the...
    Chapter 2023
  19. On Expansions in the Exact and Asymptotic Eigenfunctions of the One-Dimensional Schrödinger Operator

    Abstract

    The one-dimensional Schrödinger operator with potential growing at infinity and with a semiclassical small parameter is considered. We...

    A. Yu. Anikin, S. Yu. Dobrokhotov, A. A. Shkalikov in Mathematical Notes
    Article 30 December 2022
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