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Showing 81-100 of 1,051 results
  1. Space-Time Hexahedral Finite Element Methods for Parabolic Evolution Problems

    Time-step** methods in combination with some spatial discretization method like the finite element method (FEM) are still the standard approach to...
    Conference paper 2022
  2. The Equations of Magnetohydrodynamics

    In this chapter, a summary of electromagnetics and fluid mechanics equations from physics and mathematical perspectives is provided for the case of...
    Münevver Tezer-Sezgin, Canan Bozkaya in Boundary Element Method for Magnetohydrodynamic Flow
    Chapter 2024
  3. Longitudinal Harmonization for Improving Tractography in Baby Diffusion MRI

    The human brain develops very rapidly in the first years of life, resulting in significant changes in water diffusion anisotropy. Developmental...
    Khoi Minh Huynh, Jaeil Kim, ... Pew-Thian Yap in Computational Diffusion MRI
    Conference paper 2019
  4. Riemann-DTI Geodesic Tractography Revisited

    Clinical tractography is a challenging problem in diffusion tensor imaging (DTI) due to persistent validation issues. Geodesic tractography, based on...
    Luc Florack, Rick Sengers, ... Andrea Fuster in Anisotropy Across Fields and Scales
    Conference paper Open access 2021
  5. Spectral Analysis of Continuous FEM for Hyperbolic PDEs: Influence of Approximation, Stabilization, and Time-Step**

    We study continuous finite element dicretizations for one dimensional hyperbolic partial differential equations. The main contribution of the paper...

    Sixtine Michel, Davide Torlo, ... Rémi Abgrall in Journal of Scientific Computing
    Article 21 September 2021
  6. Stochastic Gauss–Newton Algorithms for Online PCA

    In this paper, we propose a stochastic Gauss–Newton (SGN) algorithm to study the online principal component analysis (OPCA) problem, which is...

    Siyun Zhou, **n Liu, Liwei Xu in Journal of Scientific Computing
    Article 22 July 2023
  7. A Compact Difference Scheme on Graded Meshes for the Nonlinear Fractional Integro-differential Equation with Non-smooth Solutions

    In this paper, a compact finite difference scheme for the nonlinear fractional integro-differential equation with weak singularity at the initial...

    Da-kang Cen, Zhi-bo Wang, Yan Mo in Acta Mathematicae Applicatae Sinica, English Series
    Article 01 July 2022
  8. A numerical investigation of CO2 dilution on the thermochemical characteristics of a swirl stabilized diffusion flame

    The turbulent combustion flow modeling is performed to study the effects of CO 2 addition to the fuel and oxidizer streams on the thermochemical...

    S. Vakilipour, Y. Tohidi, ... R. Riazi in Applied Mathematics and Mechanics
    Article 28 December 2019
  9. Construction of Entropy Conservative Flux Reconstruction Schemes on Arbitrary Meshes

    After having proposed a new linear stable DG discretization, we focus again on flux reconstruction methods. We have introduced these methods in...
    Chapter 2023
  10. High-order weighted compact nonlinear scheme for solving degenerate parabolic equations

    Solutions of the nonlinear degenerate parabolic equations may be discontinuous. The classical numerical schemes cannot well handle such...

    Yinggang Hu, Yanqun Jiang, ... Wei Zhang in Computational and Applied Mathematics
    Article 04 January 2024
  11. Spatial Sparse Estimation of Fiber Orientation Distribution Using Deep Alternating Directions Method of Multipliers Network

    Sparse prior information is introduced to improve the accuracy ofFiber direction distribution (FOD) estimation. Spatial continuity is another...
    Ridho Akbar, Yuan**g Feng, ... Lauren J. O’Donnell in Computational Diffusion MRI
    Conference paper 2020
  12. Obtaining Representative Core Streamlines for White Matter Tractometry of the Human Brain

    Diffusion MRIDiffusion MRI infers information about the micro-structural architecture of the brain by probing the diffusion of water molecules. The...
    Maxime Chamberland, Samuel St-Jean, ... Derek K. Jones in Computational Diffusion MRI
    Conference paper 2019
  13. Overview of the AFT Model for Transition Prediction in Complex Aerodynamic Flows

    For many aerodynamic flows of practical interest, prediction of laminar-turbulent transition from first principles is a difficult, if not impossible,...
    Conference paper 2022
  14. A Shock Stabilization of the HLLC Riemann Solver for the Carbuncle Instability

    The HLLC approximate Riemann solver improves upon the HLL Riemann solver by resolving contact discontinuities. This is a particularly desirable...

    Alexandra Baumgart, Samuel W. Jones, ... Joshua C. Dolence in Journal of Scientific Computing
    Article 03 January 2024
  15. Electroosmotic Peristaltic Pum** of Jeffrey Liquid with Variable Characteristics: An Application to Hemodynamic

    The current model investigates the electroosmotic characteristics of the Jeffrey fluid's peristaltic transport in a uniform channel to study the...

    P. Nagathan, Asha. Patil, ... K. V. Prasad in International Journal of Applied and Computational Mathematics
    Article 31 May 2022
  16. Heart Valve Computational Flow Analysis with Boundary Layer and Leaflet Contact Representation

    We present an overview our computational framework for heart valve flow analysis with boundary layer and leaflet contact representation. The...
    Takuya Terahara, Kenji Takizawa, Tayfun E. Tezduyar in Frontiers in Computational Fluid-Structure Interaction and Flow Simulation
    Chapter 2023
  17. A three-step defect-correction stabilized algorithm for incompressible flows with non-homogeneous Dirichlet boundary conditions

    Based on two-grid discretizations and quadratic equal-order finite elements for the velocity and pressure approximations, we develop a three-step...

    Bo Zheng, Yueqiang Shang in Advances in Computational Mathematics
    Article 27 December 2023
  18. Diffusion MRI Outside the Brain

    ThisDiffusion manuscript provides an overview of recent developments inDiffusion Diffusion-Weighted Imaging (DWI) outside the brain, focusing on...
    Rita G. Nunes, Luísa Nogueira, ... Sofia Brandão in Computational Diffusion MRI
    Conference paper 2019
  19. Optimal stop** and impulse control in the presence of an anticipated regime switch

    We consider a class of stochastic optimal stop** and impulse control problems where the agent solving the problem anticipates that a regime switch...

    Luis H. R. Alvarez E., Wiljami Sillanpää in Mathematical Methods of Operations Research
    Article Open access 29 September 2023
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